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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" gd:etag="W/&quot;DEMMRHw_cSp7ImA9WhRUFU0.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392</id><updated>2012-01-25T10:48:05.249-05:00</updated><category term="astrobio" /><category term="futures" /><category term="meteorology" /><category term="seminars" /><category term="climate models" /><category term="soybeans" /><category term="ISS" /><category term="Public Library of Science" /><category term="bioinformatics" /><category term="IMCS" /><category term="resources" /><category term="video" /><category term="WIRED" /><category term="GCM" /><category 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term="Hurricane" /><category term="smart grid" /><category term="water biofuels biofools" /><category term="Bloomberg" /><category term="bats" /><category term="finance" /><category term="REM" /><category term="reanalysis" /><category term="trading" /><category term="fractals biology scaling fossils books" /><category term="temperature" /><category term="plasma" /><category term="GOS" /><category term="dew" /><category term="ENSO" /><category term="climate economics open-access" /><category term="operations research" /><category term="adaptation" /><category term="paleoclimate" /><category term="NY" /><category term="Australia" /><category term="Boeing" /><category term="supply chain" /><category term="taleb" /><category term="weathertrends" /><category term="malaria" /><category term="app" /><category term="launch" /><category term="MWO" /><category term="muppets" /><category term="celebration" /><category term="weather2.0" /><category term="evobio" /><category term="oil" /><category term="storms" /><category term="lightning" /><category term="Slocum" /><category term="lichen" /><category term="security" /><category term="fluids" /><category term="AGU" /><category term="models" /><category term="fractals" /><category term="Rutgers" /><category term="metagenomics" /><category term="global commodities" /><category term="SOI" /><category term="weather humor" /><category term="butterfly effect" /><category term="extreme weather" /><category term="Argentina" /><category term="La Nina" /><category term="space weather" /><category term="remote sensing" /><category term="Southern Oscillation Index" /><category term="sugar" /><category term="floods" /><category term="food production" /><category term="moss" /><category term="G20" /><category term="satellite" /><category term="monsoon" /><category term="Flyers" /><category term="beer weather" /><category term="moon" /><category term="biofuels" /><category term="geomatics" /><category term="Bertha" /><category term="conference" /><category term="SPI" /><category term="wheat" /><category term="complexity" /><category term="snowbird" /><category term="quants" /><category term="SST" /><category term="evolution" /><category term="climate" /><category term="UK weather" /><category term="science 2.0" /><category term="limits" /><category term="biomass" /><category term="commodities trading crude wtf" /><category term="genomics" /><category term="10000 maniacs" /><category term="skiing weather" /><category term="geophysics" /><category term="science" /><category term="Endeavour" /><category term="crash" /><category term="agriculture" /><category term="feed" /><category term="postdoc" /><category term="research" /><category term="atmosphere" /><category term="Delaware Water Gap" /><category term="politics" /><category term="culture" /><category term="microbes ESS" /><category term="FAO" /><category term="clouds sky atmosphere" /><category term="volcano" /><category term="OLR" /><category term="commodities" /><category term="BP" /><category term="SpaceX" /><category term="dairy" /><category term="wt360" /><category term="tree of life" /><category term="natural history" /><category term="economics" /><category term="biodiversity" /><category term="food" /><category term="emissions trading" /><category term="San Francisco" /><category term="antiscience" /><category term="landscapes" /><category term="chaos" /><category term="science blogs" /><category term="snow" /><category term="data" /><category term="NASA" /><category term="black swans" /><category term="Ice" /><title>Eye in the Sky</title><subtitle type="html">Earth Systems
Economics
Evolution</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>266</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/blogspot/AWaw" /><feedburner:info xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" uri="blogspot/awaw" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;D0QHQHg6cSp7ImA9WhRUEE4.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-8195322648151268701</id><published>2012-01-19T23:54:00.001-05:00</published><updated>2012-01-19T23:55:31.619-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-19T23:55:31.619-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="soybeans" /><category scheme="http://www.blogger.com/atom/ns#" term="sugar" /><category scheme="http://www.blogger.com/atom/ns#" term="La Nina" /><category scheme="http://www.blogger.com/atom/ns#" term="weather" /><category scheme="http://www.blogger.com/atom/ns#" term="Brazil" /><category scheme="http://www.blogger.com/atom/ns#" term="agriculture" /><category scheme="http://www.blogger.com/atom/ns#" term="Argentina" /><title>Agriculture Outlook</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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" 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Talking with some of my former associates, here are some weather/commodity topics that have been discussed over the last few days.&lt;/div&gt;
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Globally, La Nina conditions have strengthened over the last 30 days, with stronger cold Sea Surface Temperature (SST) anomalies observed across the equatorial Pacific, extending northward along the western coastline of North America. The above map (from NOAA’s Earth System Research Laboratory) shows the extent of the cold mass, which has expanded in both the Northern and Southern Hemispheres since last month’s view.&amp;nbsp; In addition, the Southern Oscillation Index (SOI) shown below (Australia &lt;a href="http://www.bom.gov.au/" target="_blank"&gt;Bureau of Met&lt;/a&gt;) has exhibited a strong shift into positive phase, which is another signal that La Nina conditions will continue to remain in place, &lt;a href="http://www.physorg.com/news/2012-01-nasa-la-nina-peak.html" target="_blank"&gt;even if this is the peak&lt;/a&gt;, driving the global pattern over the next few months.&lt;/div&gt;
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" 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What does this mean for agricultural commodity interests, particularly those in South America? Broadly, the pattern is biased towards more dryness to persist across southern Brazil and northern Argentina. It is still early to say that the current state of dryness in the region, particularly in Argentina, is similar to the severe 2008/09 drought, but most of the signals are pointing towards a lack of moisture for a region that desperately needs rainfall.&amp;nbsp; In spite of some rain over the past week, the monthly and seasonal profile for this region has been one that depicts a moisture-deficient pattern, and the rain is coming a little too late.&amp;nbsp; The map below shows Outgoing Longwave Radiation anomalies over the last 30 days, and the positive anomaly values seen over the Centre-South of Brazil and Argentina are indicative of a lack of cloud cover and rainfall.&lt;/div&gt;
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b19ZsajMYp9oCY8NMJERxKawD4IoPsedsgmfGTwvKavm+aIS3FITDqOJFl8t8aQDY1qzFxOYpGDfRBgvz64gLMrSRbfnZGkib8L3LYv1ARLksV3aEz5dZmNSSxysENNCzLBkmTx3Rno4X/rMheT0IZwOOz3+6EdOdH+qdPpdDqdLpfL5XK53W4C0P6px+ORaqHu9Xp7b/gU9YIftM7/BEuSxXdnILSYqjlGmHA4DOun94aPmkF3dw9kl/r9fpqmo0trZiFFB0GQJEnTtN/vHx4eW/AfQtO0x+OBLipQ8dxms9XXf9zWsg9ew5tADR6PB9Z88E4wHA4HAgGcjknTNNwBfCuEfOF2u/EpbDab2+0OBAKi9BH1vICj52EIjXp5FlPdR5IsviMD9ZsXhiwiDGynRPundrv90KEPYJY7HA6HwwH7KlABLAZ47Xa74X3YTikBzp6lPB6Py+XiLVF4ASci2j+FtH3N1UkxwuEww0TZDVZmOByGesV2u50gCIqiFG34eqP3hg/fBAyz2Ww2m+/cviP8PPsggIZbExQzkiSLx2+gfjO6bUfDrSjkBuc/GvWq833GAZfLxZ24drvd5XKdP0/SND2vztQIQ9M0QRAHLXVZWVlGo3F0dLT3hg8oxul0cheY3W7HLMMVBICtgNpAa3A4HPBhh8OhuQyvctA0vW3btqysrAwOsrKycnJy8vJegUstKysrLCzMycnJysrKysqyWq1AtXLkdY9IxMRLksViGWjgAAo2o2Azum1nh2zskA0N1kfDEwcOTF83sUM2dI9A4xqLMqkFFM492njEarXCEgJhQXMZKx3R1NSE5Re73Z6ammq1Wu12O9H+aXd3j0JZIxwOg34Rv2CiGeFw2OPxYMWEi6KiIiA1k8nkdrudTqfFYjEajdAjDmqgu91ukiSxWGez2UAUaizPO1H37PGaDBidrbnD3Vvjn6JJslj4gQbr0YjG4vd6wev1VlZU2Ww2oAaEUPBOsLS0VHPBOC7C4XCcQgeUaYL1UFlRZbFYYP+Hqy0sLCTaP43/OucDD0PKPxsIBCwWS2FhodFoLCsrO2ipw7KSw+Hwer00TXu93mhhSnyHxyi2twim1uS1HRdPb9yzc9WypUver38uSRaPzUADB9BwK1d8QMHmxEZGK4DX67Xb7RaLBU8CaJZtt9vB2FZWVmaxWMrKyo42HgFBw2azlZWV2Wy2Q4c+ACOf1Wo1Go15ea+ARJ2ampqamgqFlZYtXbJs6ZKvvvpK1VUFAgGXy9XWsg+MIFar1WKxwKk9Ho/mcqQLjPueaErLcKuS5w73HyymNE0rlIB8F4yud3OP12Qcq8h4v/65ztbc0SvbdZnASbJI+Ji+bkLB5nlTH0RB07TVaiUIgqfoMgyTnZ09Ojoq8p0I4/V6sUnS6XRardbKiqrgnaDFYgH5H1Zy1ArY/ilJkhRF9d7wBQIBbbK93+8HsyIUKGYY5Ha7n3zieyaTCbshe2/4tN2EhUSEEQZTocF6dI8Aj4YqiUMUNE2DqNXW/OLgpVcTMZO9ZzZlZ2V98cUXXPeNhgedJAsj22tEt6qj+UIzEgR798P454E8sBlf5jOg5BuNRoPBwKMGt9sNW3dMjePYkaNlZWX5+fk5OTkgesR13REGjJHY6Gi1Wl0uF9+sGGEA8Bu9Xm9aWpo4uy1yhNxzpgqYqEZINHFTJJ9NDWAniJo8Exl/AWRx+fJlrm1Fg5Po750sULAZTdzU/Ly1gabplJSUwsJCs9mMjfwgq1utVljPHo+H+zilOIWm6Zid6RgGEQQBrrv+/n6r1drd3aPtysF06vV6AwGRdcIwCPs1sFMDfl0ML8AiR4RBw63oHqGX7hkIBOD+RB9cYpwgXLJIqiFaCaLPxA7Z0H2P7i5DiqLcbvcnrVFnnsPhALu3cPOHzRZEht/97nf8A0WY7u4e3K/U7/cXFRWBIeDQoQ8cDge+cpqmy8rK/H7xgHGGYdxut9Vq9Xq9brfbYrHAAtbYNjnC/KL2HfxFaBTC9WuCuYSiKKl4pCTQjAqJoy3YqQFs10ySxcKRwsAB7MuMejSHW9G4zmEFBEFAgIDJZMrIyCgrKzOZTCaTCYzhWVlZeXmvZGRkiErg0MWLF7wEew7R/qnL5aqsqDKbzTk5ORBZQBAegiCsVuuhQx/gRw82Rfxd7CsF2/uX1FWn05mSkpKfnw9xSsp/mt/vnzF/eFwu10FLHdfuUFRUZLPZIF4T/o3vRv69gKIorlka3apJ9EKIksWjeHXA7yBZRO1P+lkcYI/kbpXQUAd20aKiIrPZDE51k8kERkQIdrTb7YWFhVKMXlBQAOtZ9K/d3T2w/kE2ARvk2rVrwVXx4x+tzs/PN5lMRqPRbDbn5+fPmX8cuN3uwsJCHLakNNoiwlAUlZaW5m7Z1+s68ucvfuP/22k0QvLMvcE7QeBKov1T0KEIguju7kmKFTKgKAoswWi+Usv0kyweBNAIiYZb0a3qBV/ncXHEbbveHMF4PB7wHbS17LPPAJYERVGZmZkZGRn9/f34K16vFwsa0O1K5vggI2RkZBiNRuUP0uv1OjiAsB+v1ytcnt3dPRARtGb1M6mpqcpPwTBMSkoKiDP3vrk2eecMO9KJRkg0Rokq7TRN5+bmHrTUWa1Wk8mUk5PzxRdfKDzX3xUYhjl7luq94ZtkvqFpuri4eDowH3nrupEF/42Jm+gewQ7Zpq8ntrShPgQxcIAd6dQz5CHCQDfKo41H3n/3Xe4ihMhIkiQDgUDvDZ/D4cjPzwcPJXjUhTZIrNWXlZWRpEj4lsPhgIgdp9MJdg3Ydrj2TpvNRhAEPjg2MVIURRAeIC8u4EQkSRYWFkJoA86bwACLCQRNBgIBiCnEn/H7/R6Px2Kx5OTkhEKKyBcozGazQQR3/PPyu4fS0lIsckY1TYJAEzcTbbBgdVRDZP7GTg2wI53oHoHjkRZXGcK7H8b543mAHTUv7xUs+cNy8nq9EJgARoScnBxIpoKVCSmJJEkCL4CECQuvqKgoPz//z3/+TzTj6QRAUgbER0IgdjgcBktknljnKJqmuVoG0BbYO7F5wmq1AqF4PJ7s7GyDwdDR0QGGD6yDQNwk/Asc53a74cdSFAXEBDkjmt0l5eXl3GhFkLNAIgMShBcQJAbvuN3u3hu+KFM9DKEREt1TYVh5PBBhamtrsSV4zp/mzWahv2Sh4GejcZod6YwySLAZDbeCYwndI6IVUHG1yHsECrnZux+i23Yd1RzUZ9K3uhQ7NYDuEWD4DN4Jnj8fZQpYTuDFfPKJ7+Xn55vNZo/HY7VaPR6P1NECgQBELtrt9qysLIPBwNufA4FAZUUVdNMOBAKw1GFVw5IWek9KS0vxw4atCViGKw5gVxxkLvBSHrlJWXAi/F+gEmxn1SvnApI4YkZt0jTd1rLvvaM/O16TUbl3ne/CzslrO1CwWZdrWIQA9ZCiqOj/73u+u2QRH9ipgaiJ5Ladm3AVrXGKi8Tfqo7+lfviVnXUr6GfYYKdGkCD9VDuHfWb0Rgl9+kIgyIMxETyUiEtFgvYOLkfD94JQtdsbt43LFSQFECWSU1NtdvtvTd80VUaiSov2LVhsVi8Xi+akX1sNpvf72cY5Pf7MYk4HI54QiQZJmrHra2tnT+/xsMQCjZDLXKY1sPdW637179f/9xw91ZV8gXDoFCIDYXY/n7EG4sNUFMnJSXFYDB0dXWhCIP6ipNk8ZhgjIryxd0PUSS6VYMmD7s3mCqlDPwQpJiSkpKZmWWxWLBGCpaIqC1jpqJMNJ46Dt9tOByGaA4gqYOWOpgEwTtBIYUBSX3S6pwt+tT+KcSAgy7AFT3aWvZBRIbma9MCscjF4e6tzY3Pv3f0Z0jB/KYodOlSjLF4UlIgtx2C8WZX78MQGqxPksXjgwhjt9srK6rAFvBJa3Sdh8Ph7u4eLPlj5d/lcvHF9QgTvBP0+/1xOg4hixkHSoDOb7VauQma4KbBEVZYpwCDCF7wONq6u7uHIDwAgvB0d/dgTQeKYoGywDAoeCfYe8MHcRPBO8GE+0AjjKjSjm5V11osMVWYQCA2U8CgabSw/ty1a9dmZWWZzWaQFoUfYEc6k2Tx2IBhmKKiIoX5C703fBBGsWb1M/39/bC0lHwRLKOw/kE04DlKflH7Dpg80cxKRhEmEAgUFBRcvnwZITQ8PMY1YXARDodLS0uxNZSmaSzjgK0xJycHKrXk5OTgP4FtFfw7TqcTpA9wyoI9RdSVoxsehlB/KZ8sxr9iGAa4Uup7DIO6upSSxaVLqKtrYbQShol6i8xms7yriH0QgO5K0Yp7CKGHITROo/se9u6HEGE4WzNFsbchSRb6g2GYqspq+XtK0zQEL8CDN5vNIGUQ7Z8etNTB1g0LDPQXWG8ul4umaYZheAvP6/VaLBawERDtn4JN1GazpX7/KV5EdnZ2NuR6g+OgreXtQGAI/xXEB0gAAbmGYZja2lquQxSyToEXuO8DIPoLkkTBUQKmGXg/4d5QcIKAdRxqiM2gtrZW6tQ0rYIpFkrKyMzMNBgMJ0+eDN4J6h+rpiypJEkWOgPWrUxYAU6IgoBI0ThFh8OBnY7BO8Hu7h4QN6AGjM1m48rV4KTE/w3eCQLdQLKm1GWATAGZSAihtLQ0WNIOhwM7aMDbwvstBEF4vd45qvJcFBUVuVwuKIFhNpshFBXMqwctddjxWVlRNW/J5hDGKnrBDKORKbiUkShEmLVr1zocDtghlGxC2jFOC5ueQavaJFkkBDRNp69Z2d7eLrVKwUAIcrteFVwYhiktLeUtaRwWAXGivM/33vCZzWZwo9jt9u7unoKCAury33hHhoQO3ptQQQtqXopeT0NDg8LwitraWoXBWvGjqKhodpbPNQyHQqxm4QIGJev7igd+v99isWRlZaWmplZWVCW2pmGE4XdUvG1H4zQO91qkZAGhgQtYHDEeQBkSeK4Mw0DsNigdsGlDxJGMFq0WoCxIPUUQdnCsF8Q4+f1+kHGgJAHoFLwvQsksh8PBq8cPVgAq7iUC5l5u8tuX1NU4jykKsCKB3IRDV3ifUW7jnCf5IsJw0+qg2ni8NUSUgFN3A/WZuBrKxdMbF4AsQiEWoTkET1EU0f4pGMNgQmNFHfR28NsJfQeLNtUIlij8EGFNtHA4vHbt2o6Ojmh12ZlboY0fGYbZtm2bvLeSJ/Pb7Xbe571eL89XAgBnqqo0U42IRBPhXS5XggrnQZgZSZJ2ux0cClzKZhhFDtT54YuNG/MJgjCbzVwJTkeyoChKcscap7HVk6ub9LS/nPBwby5CIRaex0cf/aW+/uNDhz4oKTlaUnL05MnPz56lOjrCV65809+PAgEUCETDYwIBdPPmt1eufHPlyjcdHWH4Snn5e3iUlBw9dOgDh+NPbW19Z89SV658k9DONHhtgw7pcDg0z2yv18sNuIStAyLBQU1QcawIA+YM7Pjk13HlAD4penyofyH0yPz5i9/U1+5ua9lH07RaglZbUx+aZeirrAGOHTkKMekkScIpcnJyeLO/v3/W66GWL3S5WLAEL1++vKWlhSA8EEwBASxSOcEaEHtb4lgrFkCyAGOSzXYG2IEgbl+4wCh/EjIPjyBuA/vAAAbB1ZDBuQjpAxqaQWCXFU5VMJlMsDUNDQ2Fw2Gn04mDmiBGG14THEidt6GhAbIbcLg0BDjEafEGU2hhYSFPfCBJEuyeILUJjQtgm5yjG0/cxPuM7/xmSJytrKiCxHaTyVRZUYXvMOBs+6/v9bw1fd108fTGxvK8xvI817u5/r+dRvc9quqJgcSkttivFPx+v1Dnh2KfvDdDIVazcBG/qAsTBpzoMPHKysoMBsP/99n/mW85miNigM0iY/1qbq0Th8OhIU5XqWThcPypvPy9eJRDeTahaRQISD4wcFhyM5HaWvbxCs+dP0/C1MdZm8LidEJHA+RocQMfIEMU963DnbUIggDjNnwR7IUOhwN2PIqiFN59nDOGgym4KCoqysrK4uoOUKkRh9IJcvMAACAASURBVGxC8V4QMYxGI2YNh8PR1rLvaOMRvIQYBoW/PgfiKOo3Q0fVtpa3v6Suwk8jCA/85Ggtrwhz9iwFaRpn238NDn98B6Tqbkhh27ZtTqdTl34/8IyAjnEJQq/XyxP1AaoIIhRiE7GMcfnitpZ9w91bF6bpXITBIkZiJQuwhNnn9m5Uu/4pii9TwJtcbUXzowqF2O7uHm7NWLWzWRKisdgzqevcewJWN0gzhZjL2UUeYYJ3gtAegvstyCLHqaLco2ErJjeLLDMzE+etAkiSNJvNoVCIJEmecMswiGEYeFhQjslms73/7rsTX/8HLlrjcPyJR2qQVovTT6TuSW5uLqS0KFn/0M0EGproJX6DM4j7dJqamoQHV6KDdHXNWN/iup45e1vvDR8w+NHGI1HbDacs+IK1sx2jUL85arNIEFkQBAFrj3tHsE4oPyhKRAOM/9nIIcLo0lNHG/x+/9HGIzk5OdPT09ya17jLHkRPQ8MOiNQCCQXyTcFgKaO89N7wZWZmghyON/lwONx7wzfHrcixGXu9Xiy340oZAIi24B4fojwrK6pkJCOwoZ4/Tw4Pj4ESLuxOwAVJktESHrpWMIQ9DDciEfVHxnSmxhXEGWFA5AS7PmQGQAcWiLuLfmxu7MO0zwhi3cIgwvh+W5lIm8WMfbutZd/58ySeFjQtx9xdXYsoY2fesHFjPtg1oXwWdNYDywIWQFwul9Vqzc/Pv+G7zvs6NxPENpPZgRNMoHQFXt6QEgo+fKfTqWQpVlVWg6z+JXUV5CCe7gN9PaTskQzDwFZJkqTH4zGZTNPT0yDWlZWVyc8/cF5w89/jjOaqra1VqNcINzYQaTVblMBOXF+72/Vursue7bJn+85vZqH80tcHo/HXnPRZYfS6tvPqAq/XW1BQkHgDZ4QRhjaKmpESF9+yyIGTtaDfL0F4KIriLkigAwi1inm0QCAARTSwnsLdP6HAb2VF1eio0gcfCAQOWuqcTqfRaBSPpIowEGAienlQ/Q3cEJCuhv/Ue8OnysgPxAfsqUES9Pv9Qn8hJgWhPAv+1P7+uKRadqRz5L/qrfvXf97ykigLQHED+YFuVS9s/7r5IguEEELhcBjsAjguUEoBSay6MY9gGIamaahDa7PZzGZzampqff3/fUzrxcmoGMPDYy6XC+wgoh8AUygv1o4kSc0JZtjE63K5lOspYDPivYkZgQtuZKc6UTfCsFMDaIxiRzpRyI36zb7zmyv3rrsr3Z148toO8T99fRANt6JR77x2qJeAbmQhKn9CVhLoYw5ONxSXywXCZ6J0woUDzOCDljrIEMvPzzf/6xt//uI36L4nMzMz9ftPmf/1DdBOs7KyHscakwUFBenp6QctdSBoQPVQMKmq0g5gnSuJ9XI6nU6nU+rg4XC4qKhIVdh4Q0NDzDvPU5OVzkZBxPTF0xuPVWQ0Nz6vRHbAEkSUIBBCCDEM093dYzQWiepfYHVCM71dIA7Q6XQShGQFNs3QjSxAC4X/QIFZ0IcpisLWTVC5wSUJzseYNs7HTsTYtm2b0WiEkNPO1lyXPRt6WP+6aQPba6x6a11b84udrbmVe9f5fluBgs0o5I6Wxk9wl0O9QLR/ajKZINgEzJwa4r4ZBlVVVttstulHiswloVAIAkB4MkjwTrC4uFhtN8Ompib5zmZCBTn2T4wwFEX5Lhh72l/uaX/ZZc8+VpFh3b/+4umNCmkC9ZvZkU6+BBFhSktLwRgEdlkQi6CAADjOIdvIbrfDgwjeCUKFgX6991uSJPVXQyDlHgRvsGOJSnEKQ18eO2MnOzUA20vVW+s+b3mpp/3lyr3rKveua2583rp/fe6Gp7vObAKzFn+6QIvtwXp0287e/XBheymLAuKFsO0JLI4x08b8fn9xcbFtpn4nNlVarVYllsKZKqEIIdTQ0PBJqzMQCODkXW3Gzt4bvrKyMil5RGjX7OoS+RjomFCU8L2jP3PZsz9veQmG6PONIU2IeTpqa2tNJhO4mZYvX37n9p3i4mJelLoowDSD4wN1QQJtFuD3amvrgzDNri508+a38KdwOEwQnl27qi5cGP3u8EWEQaNe9u6HOJB+z85VxyoyQFlNX/MM7DOgnSrdbYLNi0fiCAQCpaWlENg2+y4nzFw0wuLYkaNOpzPOepy4+g4U44LtNJ4DIhSNJRGd+kK/qShZBAKBtLQ0h8MR/vpcPC0v0G25jI+CgoLU1NSMjIwu0YuQBlRafzzIAiF09ixls53BGRw4CvvQoQ8++ugvr21/kyACSshiMdsv2KkB9u6HapsbqNBg+0woFO/CiB8QEsYwTPBOUCqdCYSOQGCaKy5Av0JuJUHsDJ6p5aP0GkST8eNBaWnp0NCQ8H2hgiw1Az0ez/nzpDCNQi+mQDMVicLhMLiT5D8MUbm4YqOy26AUiSULeQro6Ai/tn3vpUtyZs7FTxYJbXI/O6X6zRr7pIFlXhOamppw/zSQGpxOJwSD4H68IOtiB213d09by77MjAxuQgf2CvOUjkAgAH6io41HhJbOoqIit9vNE0lomtaxag7DMDImD5zHCAHdop+JphFKt6eYU3e+zxR9lFB6HprmKoPT6UxLS7PN1GonSRI7laBJLRBE1HKRGNeJbmQBRRm5ddN4ih8kerW19Tkcf4JM05KSo21tfY+1GjIPratFJt8ICc0E0MTN2X4IwWZ2pBNN3ISJwj4IQEe4qGwi35qA83NwU/impiah7gDZK16vF1I2KiuquAYLiIAQ7VcSE8XFxTzbB0mSRqMRstS4ikw4HJYp3qEWkDCi1kQKgCXKLQ/D9hrZIRu6R6BRbwJjIiIMbkYFEajz03VBN7I4f57k8T3X+fTa9r0nT37e1tZXX/+xzXZGCUE8FmSBhlsTSg097S+fqHvWun/9j3+0OnfD05V716EbisQQkTfHLsv/FHakE/WZvGc2uezZ9bW7zf/6hswSipbhmAH0IjKbzdqLHUQYHI0CmXvwNnhYPR4PDsSCAqIazyKGcDgMDhfll2o9+EZjeZ7vws7ZO/z1QRRyLx4DUyKQMDUkwkDdigsXmF27qj/66C9qCQIblvr7F2+FGx3J4vWNK/fsXGXdv95lzx7u3uo7v/lE3bOVe9cdr8k4XpORu+Fplz3be2aTdpGkz4SCzZIixhjF9hZB7NDgpVej35pStF9lZ2cXFhaWlZVxVYmGhgasL9TW1uIawjZOxQCASKhFhIF2baD+QLROzKjweBC8EywvL1cqX0zcrHrrhxEf58aOJLJqeYLh9XpNJtOa1c/EvL2JtVkEAshsPkYQt7UxxaI2VWDEYdzijpamDSkGw/Vzm33nN0PWwPGajBN1z45e2a6vtIIG64U67b1vrlW99cPmxueHZ6IMlTfyEq03XVpaiovoyFvmurt7ICRHmK+BI9xtNpuOdV9EAbEJivhi4mbVWz+EcEzUb1ZIqYsWkFKkpERbYsmCYVBpaenJk59zJQVhyrmoQCETjsUw0VpPyncbhkH9/YimEU1HL4CmJbLINUBrm8nJazsa9q8HXmhufB7ebG58HqQJqTwCHcaQjZvszDBMeXn5nGDkuR/QALBuwGtwfMo/KUgDDYVC+te5VwzQR2L2UnM4HD3tL0fv0iKIwp436EYWMmsbSrxx32EYcVd2TIECqlEXFhYWFhYebTyCdVccBoZlV+63pGqx6pjeyk4NaGsN39maC7EYxyoyEs4RXPmC47GrqqwOB69hKx3qN6NIvHUWuSgoKBD1UPIAhUXsdrvJZDp/fsEEe7CS4ExfIXc0NDSgXiN798MFubxEQCE/60YWly7N+X9VZTVU+IH6BTabjcsXYLwV7QQlt3rve07W//NA1/88aKnjpUviWFc042rG+jBB3G5r64PBreKHT01ROtlEODWFHosBHcahqSJCaJYsJnr1uB2zUOu/IElSWDcY4Pf7KyuqElTOVwiGYTweTzTMPMLAtblcLg1GCkh6AHcsbyTgwhUBF8TFK4KmxU2E4GAmSTIzMxN8txhQmgBKybpcLoivlT+vgZfHQdP0oUMfQPwV7P9A2OANhrwj+CR30crcOP/fTh+vyYCI2sq966YfjUKoPFSv5EkuGGfPUrgwJ67NCeOfXnjjj38M6e5wYUc6RZ0RcY7JaztamjaA7VNPvhj/6v13341K/sOtbK9RuedfFVR1xwH5Ufg+xASPjo7W1tbOG1+gGdOJhkgn6Mbe1aW07hYkyKvdunA8CAzo+Q4V5GS+JV+DigfY3T0ez4oVK/Lnwmw2QzUzGGVlZTH1OIUFe5moHSXCFBcXz1S4jZ0w1tTUZLPZ7vW8xfYaXfbslBQDONiUzBhhcXd4cgRxe9euqpKSox0dYSVspQ73PfHE//IGOCk+b3mpufH53A1P//hHq5ctXaLEh6qELBoaOBHBY5Tu0QHQh1FVdHY4HBaNU+7u7oH3oa76ApY1i4lAQEtxcDyANXC9SEwf3DixmBWk8KGgGMfcvTzGBSCEem/4eGbpea1nwQWuan208Qjk1eKKD0L99kvqalpa2sTttslrO9CtalW2N5m2t11d6MIFBqLRMWX09yOSJHXYuCIMukdIlTxSPvKyns7d8PSenatc9mzIaFSbpCRHFmOXoVYVmHsS0U8wNzcXh3sqB0mSNk51X6g2zCurU1VZPZ/yhULE2axoHoZ8bxSCuE0Qt7+krkKhNu5PWzCy4IGiKOhGxXOhQZZ+ScnRL6mrRxuPrFn9TH3tbrWXGwqx8jTf0REuL39v164qgrhdXv5eenq62Wym6Wkl4lxMsA8CaNSLhlvZIZsG7pi8tmPw0quqHKiT13a47NmKyIKre0cS0koTckm0ZTRRFAXVekWrb4ETZ36CFxVCYSJ1PEJHIsahQx+kp6efPElAmw6b7QyUROPd9sVCFlFEmPLycrgav98PugZJklA75/133122dInMNiVT+0wJ30P8WEdHCCwaFy9O41gy0erBGsA+CKDBer3kAimmeNO4CjLiY3+e02ccIWS32xPUMhL6gOl/3AjT1CSe7Tr/0NxtZGEHQdxOSUnZtavq0KEPoE3HhQtMSkoK7miN5YtFRBYEQWBJGKLuoXT1ihUr7ty+AxlEMtEj2GAj5XlVcuOALw4d+uAfN+T844ac1NTUkpKjONVNN6NGf6m+BMHNYcXlMyJKElu/Psg+mGVB2Kvdbjeoh/qW1VZSn0oLIno2ItKMmNLrYh4dHeEXsnKXLV1SX/9/YQVxVxnevxeeLKCsFhRiBE2VVxkBUn3k6yxyDTYSpQdU3Ltdu6p37ar6pxfe+OijvwDXcueBDma1RHpYL57emLfh6ZamDWq/iPpMaOAANChEKJqtBDHahw59oKEcFs9Clrh8p+LiYg1mER2hsLvFIh8lJcc++ugvvOnd1NSEDckLSRZ+v58kSeg0EbwTrKyokvKAykNosBHu/zHNv9zR1tb32va9JSVHX9v+ps125p9eeKO+/mPuB+ItQT5CJo4sXt+4EpfY0TbQrWquuIFmLEdWq1X5al+7dq3BYDAYDHhuQSu2+G6cOIqLi3UscqEWqqbW/AyKUtrhmRsq3dTUxK0L6/V6s7OzuW6sBSALv98PEXI45gLSbDXMJCnZT2hf0CYilpQcc7m+2rWr6h835HCDMi7F2Y0qwsxzYrtqvug3C+OOgneCn7RG06Ldbre8hgIhOtiuCe2FEhTKDVXjKyuqtGWaxwMpplhAlQQHGUJQgswnecvkySe+t2b1MyaTCdyR0GLO7XZXVlQBF3u93o0b56UxMvSqOGipKywsBEcddH/VcDLwM8s8Dx7taLY8gWO1pORoYWHha9vfbGu7eekSwk7WS2IiDA+Sq2NeSubEO6Qjmr+kroKTApfAqq/d/ecvfiP8JOSJKaniHSd6b/jAdSLaYSwRWITah1AHF6UzaOAMvey46b80TeP2UdhsgRtKz5NkUV5enpf3itlsbmvZB/W+NaC/H/GiU6Vumega1myCunCBeenF/+HxTNfXf/xPL7zx2vY3udW9tMkX7IOA7mbOhIgYAwfQfQW64T1i8NKrJ+v/GXFmEpiiCIKY52wrCAMD6TWhiaqiKU66D4qKRmGDF5833yBkEz4gPxWFAebZ2dncup5ut/vsWaqsrAyEfa4KCfXQPR5PfiLaFwbvBN1uN9Ys3G432Cw10ATIEcqZVf6WxZTNeAMkC3AsXbqESkqO8brAa7dfTNxEfcULTgeKKKPfLEcZ9z1sr7Gt+UWeZEFRlO5lIBUiHA6npKTk5OTMg+GTl2GhTRzAjb7xek5c8i00dgIjABbtIXmC28vS6XQWFhZiYxD0xNWZLEBZzcrKghLmcR5aFXMrTwlTLkCWl78HBQEh5uK17Xs7OkK8z2g3XkzcnL4+H3wx3L31zZ2rrPvXV+5dN6HV9on6zSLFoGaMtWjgQK2g5ESi3KXKMHTrr8XFpgRFpgoBaSCqOEJDJkj8aGhoyMt7hfdcAoHA0cYj8o/P6XTq0hkrShalpaVmsxn02PitWTG7EPFuvSoo54uSkmNQN/TSpWkI8QQpQ/OpuWCnBhKkj4xe2f76xpXHKjI6W3Mvnt54vCYD9Rqhsk68B7/7YTSFBDPFYD2sTKPRyN0hREvazB8GrehWNRqnS0slmyrqDhCEY8oaC1jYCRpic7uCAY4dOQrvZGZmihYx09NmoaTGiSooX8/afBPK94HXtu/NzMxyua7Bfx2OP+3aVeVyfaWDcJFIvmjYv75y77qivJWQsHvx9Ea21/h+/XOzhfPiGGiwHvWZpq+bINWdYRgon2c0Gi9fjtb7JAgiIYGbSjDqxZd6pDyPmXdHCZqb94WnymJIfzt25GhUAYkw0CcxHA5DcDfDoIKCAtGFvPBBWTJQuJI1333lYgu4RVJTUy9enMbvlJQcxfHgcQWDay20pWS0Nb+4Z+eqnvaXJ6/tOF6T8X79cz3tL1v3r0fx0ESfCd22oxFSWJ8W6hrg/zIMU1RUtDCayMMQmIRQsPmTVudCWU+4gIz1hUXvDV9xcXH0box6I1ffhqIzZWVlkJXn8XhEOzOgxUwWSsSKeOKvdbFjv7Z9L/hTtUsWCa4PPnjp1byspw0Gw56dq66f39zT/jKksWpQRmY5QhZerxeK60N30oVSQ2ia/qTVCT1ZzWazVGOkhAL6sMeLiZvsSCcKNkPDBzTciu4RaIREYxQaIdF9Dwq5uY2UYwJMm/W1u//XwZ/U1+6maU6kfITJzs6GYH+CIHCEBWDxkkXiaEIX8zW8gFjPjz76i5aLmbiJbtt1YYRpukT+Az3tLz/5xJKutk1sr3H0yvbjNdGmikpp4lY17ieiBBC9s1CbOUR2gDPu/XffBU/cJ63zFHwB4DrdtEmd7NSATO8i8cc0WB+7P26EQfc9UJ8J3aoWrZ8IEXSFhYVms5lLDQkhC/D9Klk/DCOeAy6TyiFDEzEtqvo6xj/66C9rVq+EFFW4szGWx8MQGqeh90/8dS5mmeK6iXHtYVx7HnQdlvlY1VvrQB9he41vGlft2bkqZvmcaZ8R3bYvcH/miZu8ejyQXiiVT/hJqxPrQdCWFSrxzZsqJAzn0WL/Hqe111sbsqGJm/wDRhg0QkLTqdkhVpfc6XTa7XYUYX5R+w7uXw1BKxaLJScnRx+yAKGLd6dEWQOUN+72zusQJ2p6jFlfV4bF4Yx60QS+HvCS2GxngneC0EHLbDZzs+DYux+iwfpEFNrDY4qs+7b5p982//TbU1tGnUVTZJ1oka6LpzdCuS221wgmjNg7leJuAIlCsJntNd7reQvnB4CjDf8Xz2bogWi1WnFbM8igHR0dTUtLg1YD83PJotNMnXAxQuqyl6B+M+o3o1vV6Fa18ICiD7e4uBi8mZDYyfur1+vFNTjxvxrqDxnklyLuACBTj5Ab3SQsb6Uk9knqsmNKE9oiO/HPOXuWys7OhvifpqYmq9UKrqmz7b9OHEewvcZpn3GaLvn21JYoWcyMUWfRRMfBR1RVvLNNSexm4hByT17bAc3ow//5FhZwGIbJzs5es/oZCDSEUgbCb0O2UfBOkGj/1O125+fnQ1szt9udoJodANHJphzs1MD8hOqhfvMko8icVF5ebjKZKIpyu93CAA0NMOiyV/NkkDi1PqRTlQF5AwfYt4N3glA92Ol0kiRpsVi8Xu/en734tR5OSpnBuPbwmII7GNeeKbIucvVtMGoIW7fLN3MHnygAon2FzY1FAE1YR71o1IvGKDROR1WJMQrd96DhVhRsjjYElVFwxunO1jzr/vVtzS/iRir1tbsPHfrAarV6vd5AIABiRVlZmVDL8Hg8vKqfNE13d/dARaWE9isS7prqPCC3auaBKTBfoIf/LXUhfr8/EAigCOP3+6GKt81m0ycoSxeyEN7WeELcYgo7Ma+HqxwJjyZqPcH1yNasfub6uc1vKjANaB5TZN23p7YIJQupMeosYlx7xk6Xjn9WMf5ZxUTHwckLNY8uWyQn061qhKahk6DH46EoCloB8avvRhg0TqPg/2G/Poj6TPIExD9FnwmIY45hIsI0HPjx8ZoM6/71J+qexTVHUZ8J3SO6u3vM//qG/JRNSUmR6rrqcDiMRmPi+IJnblNhsFiIVhJo4ACPL6B8zNHGI1ADCQeGT09P69k3RJehF+Ksm8qzoQC4bhRplYeG+rfQOij1+09NXNVeWkJmPKKqFHLEnCHGLELLKCz44e6t3KpqGO+/+255+XttLfvYqQEUcnMtMqqYQmTiDrfe++baW7te3LNzVWdrLveveVlPV+5dZ92/vq1ln0wPpEAgUFpaGi26I+a+8Xg8ubm52mqCKgFOcaZpFRJxgjpIKLrtfSbUb0YDB9DAATRY77uws7E8r61l38TX/4FCbq5HdtGRhS516zTnpCtp3BBzBjQ1NYW/Pjd5bQdENCRIshj/rEILWUgMHl8Md2+17l/f0rTB/7fTKMIwDMNL/b73zbX3ju4SNk+LhyymfdEclj07VwnVN+zxPV6TMc1IdoSHMDCIVq6v3V1fuxtMGxaLJRAIOJ3OsrIyq9VqMBgSFAAOpnQV4vA4rdZFmqAx7TNO+4zT103D3Vt72l9+v/65YxUZJ+qexWmE800WYOkUtjuFbul6QVTF4Ob5Qm8obhi/jq0M/X87rUP+RaznGrn6dtRgoVgNkZc4MF+0NG2o3LuurflFttfoO7/5eE3G3p+9kPr9p7744gv0MITuEezXB0evbB+89KrSSp/Khu/85pQUQ+Xedd9KlzL3ntnU2Zrb1rKPb5yLML+ofYdX/AbX+3K73U8+8T3gi5SUlN/97neJzl5XinF68WQeixI99KxBN4xohNSfLGDZc/sjcVcp9zsQOa8wIkM5pKp9yEDPzL9gM9trrHprnY7dPUSfK7hCRp1FepHFt6e2PKKqoN5vZ2uuy54N9sXJazsmr+2AFkfW/evB1nii7tk9O1flbnj664uv+s5vjqeKHx6jV7bH7Lc2eW1H1d51uRueXrZ0CThN09PTR0dHqyqry8rKZGop+f1+0EqCd4JggtHvkceBx6Gmyb9VZLQ1v4j6TCRJ6kMWuIeSLvdQM0RNFfGWzFSICINu26d90WL8uRuevn5uM17bkatvj39WMeosGv+sAjwU+rAGXSLvEFE1Rp1F8hc2emW798wmaPtu3b/eun+9wWBwO17cs3MVcAeoCTxzg74DhB3zv75RVlaWlZXldrsLCwv7+/sDgUD6mpULXuZbBULuBScChaOzNbet+UXfbysKElH8ZkEgZaqYDwp7GEKD9bDhs73GhplMLdj/JzoOzu7/M/4LII4HXYcfUVXaVP058oUufHFqy6izSCpAY7h7a9XedRdPb4Sk1aq31h2vyThWkQGt0qz714OtAVoc6dsLfrh763D3VmhzazAY/nfdsxNf/we0zCJJ0uv1Qkc76FP1eOBhaH5KmcQ/pn3G0Svbmxuf957Z9HiTBc4Clio9Mh9ihSA495c1GUAWkxcOK1ITTm0Z/6xCxosp/ywjV99W5UPVIF+AuASNi1z27GMVGd4zm+BPbc0vQhQ522uE/kZ3u7dWqck9kR+QONvc+Hxb84vHKjKO12RMXtuBBg5AbUiwZS6GpFIViDDxpAXJby3TdMkUWTd54fBEx0FwkE90HJRPBYg5etpfhqooBfn5Uj5p5ZhvsmAYFdUuEihZSDx1IIvJC4fVLtTJC4e1dVTWTbho/um3zT+dIuuE02XPzlUXT28ErwQ3w/3zlpegUgb8cN/5ze/XP2fdv57XcnHaZ/Se2YQ/GXM07F8PdhOXPXvy2g7vmU1AE6NXtgNltLXsC95ZyHYhGjFGxekllSKLR1TVHBl27mBce/BupNbG5LJnD156NUoWj5FkARkoah2iCYHEUx+9sr2xPG8SIqY0bewPug7zJkSMzcSnsyd17LSI4Q10K5c9m2u7He7e+uQTS0R5ZLh7a1vzi2AQBa8nTk6RGcPdW1327Mq967xnNnHtnf9WkeE7vxnsryCzTF7bwT7g99DWBw9DyjO+1UFx2NU0XTJNlzyiqh50HX7QdXiKrJsi6x5dtkSuvs2dDNN0CfxVoelq7HTpo8sW2JBQn8l3fvPole0xtWDY/B4DssBaBjhWtAVQ6F50hL37odSd/bzlJe+ZTXHqBWDOwBPlQddh+Tz02XQyXcapLbzjT17bcawiI+Izdrbmcu2XYEoAKvm85SWQAoAx3zSuctmz369/Dup0AQXIO4kmr+14fePKry+KxMiPXtl+ou5Zrk962mdEg/UJKR0+aEX9ZoR09a3GUj1ALhg7Xcq49khOHnj/1BbGtWf8swotE+zUFrBMDfz7Kyd3Z+792Qsn6/+5sTwP+7nADgWyGx5w2+eFLCKMsKSSQuiYUY4jLOLCwxAao+SjaI6U5+llPuA9ZqF2kCiyaP4pz4ACGz5mDWGhLSAR6Pk+eOnVx7mYmwAAIABJREFU4zUZe3auKspb+e2X2yEfLKZbFBhHvuQfhBvOeYeTwKIPZjZ/PZNuI4xo0gc2UesrGCoZr+etvHIkD/+Xce2ZvCBna0d9psQbOCduskM2dFtLnaKENnFRYcgYIVGwGd2qVmJNeERVVW9OH0nEA57ZUkQvQzT9NJ4hJCaQRQcvvSoMOQNpAuwaIE1cPL0RzA0x7xj3IHlZT8tHx0epgbdFz+0FHxc4hcsgNUaHY0YYqXiKaZ9xouPgPNMEDPfPN/yx8gXh+4xrj6g7DPWZFqkakuie1IqKnY3TKNistrLARMfBvx7JO7k7M3GPeaLjoPhiU+h5UcZKQq2n6q11UBSD5+b4vOWlPTtXQQQXBEEcr8n4vOUltVY0iOCAYA2pGPnobj9X89dFuBBWpkJjkkHl6iBWORE2cA0mcL3GHytfECULmACiMuyiIwsN9ks8FPJL7ETAcRoNHFA10fEAO1N1QWKEi5lnKcr909dN+vhETm0Z/6xCePzBS69+3vLSqCAWG2QNbJtQxRHQmuB/HfwJhITu2bmqcu86GU0kWgGUZyYcssUlAjwMidgd4zwm5+CifW2nfcZHVFVC1FXFw1r4Q5m/jn9WwZVh50UNEUCq6B6vdlbiRowcEGmhMeaATNBESxbwIMXn32WL1PpXNS+1RXyoGqNXtudlPf3jH61O/f5Ty5Yu+ViZwoLGv0IIsUNNc97UrC+I0gQcU7rQgzpIHb/PpGPorbYRe0s7tWWKrBv/rAIu9Y+VL+jTkUxJrHcgIFL/SqYjC0Gg5ma2tZUliHlUQLRGy0z7olbGk7sz/8oxHSVkSAgXrCAbdex0qXK/GgzGtSfRTMH2GpsbnweHq7okGvCVzjUWoj6TFrKQrquul2mTfRAQFSvYBBik1Y6/Hslz/3yDwskGL3QjC+76x34HGOD7VLWkm5vZigrEHZYa1NqqIvFcKvE0xtOdGpB6ujEHTgO9e6Lg9byV35wo+Lb5p77fJsrKLYzFiHLWdRPE7U2RdVxCUT4744z2Uzh4LliFA030oochnuiHBg6oJgvpvAxtxnhxSEdVLKwC8q2qLW3mUt0/35C++hkogwoFUDXW4NRRTbDbEY8pYNjt2o+ponWA+rpm0z7jg645lir3zzckULg4tWXUWaQ2nUShu0RUwdFr/LImWhDogitXW3o7GqxHg/Vzftd1k7rQrIch3hHmHF9HR+wYJbXx6O66UjsG/v2VKvVmtdfzVuosWcQzWltZS404U1RUoOZmLSVtQNJRAZW5gKJO8r8eyasqSL97oiBBZCGlg8gziKQzn5PYFrMFSTwjL+vp/3d6I8T86FUIQ53PYoSUCbXWOWRD2vIlJItETRWxcfdEgQodhDNO7s5cFDU43W4kQxMwnM4YZEHTUQsI1kG01LORMF/zn/d104Ouw1JRdPA8qvPW/rHyBd1FjCmyTluW6hzxBy771BZImcfsE0+pK/nR3Ph8isFwvCbDe2bTibpndTlRzPZoGOzUgHyotc5MIdtoTlgS0Vr4w4TbuQRnVCVc/PVI3ut5KxeYLNxu9M47MWhCCVnoGdA9aJV/0jLpOjwmTjEYrug6CcY/q9C8zKZ9s/lm0Q4jiZQjeGO4e2te1tNFeSv37Fz18HLVNF0yfT1a3VfDL0L9ZqXdj0ZIGb0jerTBehmrB6QaKIeMXZPFTlPZp/zHyhdO7s7UKG6c2jJ5oSZmSKgqn90fK18oylupm4FTWwwVQSiiiYoK9M476Nw5yePoVREPIcnI3ChTSPkmJcbreSslQ1/Uj4mOg9pyUrlMF08FjThH1Vvrcjc83XVmU7TA18zQwFlKzZAKm05LWz1wGLGK6rtzPbtCskhI1OapLZBPhGeI/FncP99QVZDu/vkGa+EP5Y2d7p9vgA/89UiePnEWmiWLmDRhqZEzbercwP5hSI4pqCq1UU8gvH0Tn0YKWUPxNw1a8AEFHcfmbnqaTapK+eIeEeM4Ibf8ASCDUQnYqQH504GvSl+agO4wQsKV93/B4odx90RBdd5a4AuQOKoK0uHf6ry1UQHk1JY/Vr5QWFi4kGSBfR+WmllFgyCQ0xk1dkppH6otlxiQrtJv5uUUsA8CMjH82gpS3T1RUF2QDs9D1S4BvUsjV9+OU5RYVMN3fvMLz63m6WWqAsCgXP3sO0M2RTmKI6TcAcUUEHU1UMYo9u6HMaN+46qByFV7OfYmGSGR56GLOVFfz1t5cnempJRxaotuEZyayYIg5tAEbwhVDygIrCR5VOR5CyL2MGWwUwNyTHE9rng74Avl04IXaTtvA/Wb2SEbO2RDg/XRF7ftaLgVjZBonEYPQ2igTNuRp33GwUuv5mU9bTAYivJWYrsa49qDaxEqukKQAuYalVCwmdc8WQh2pFP8gOMiNTshSlAhX8grHbN3IJ4pxAnAhd6UULJA/r6pVZlP7s4smpuKisdfj+RZC3+4Z+eqReENUTiU8z30Z5+De4RUVhjqN8skjEVLy2h1jN89UYDlCyWfj8eEqWi9BZvRbTu6bWeHbOhWNTtkQ8OtaNSraIsepxUGrQmL9wxeevX1jSuL8lZyUxKkQsskBxgXRO1KQzY0JlvmaIzibf6iHhBuPHGM+RZh5G3hsz8fZArNsRWntkBJJFV1niNX31Z+CihvcfdEgbXwh+AowcrIyd2Z1XlrJ87X6JZIlmiaoCjVBfv5ZKE14wP1mabIOr4OovLBK4+84JVC0pMm+s3slD+exyy1P7Mzmtqc//pm6zX4flvxet7KNauf4W1cY6dLYZPEJaEmL0QH1IbisUlUEJAuKYJuVYsXuXoYYkc6+d8S3A2GmTPrYjhBlDEFG39wtyYbcNSSqmyiSvluQYOGROeFV0OUDF2cHeyDQFxVUq/PpQz1uwT4w7DxGWoiCekjQdHW09dNGpiCnRpAIyS6R6Bgs7wDEmvI0FEVso9GnUV3TxSAyV3zUuFadlG/OaYfFCgjapB6GEL3PVJfEW2DyO0/KAc1fUnjJAvNU0Kh5yWmGxUuYFGTRVcXomldOwAhhMZpJbNNnjJwQcRosAB30CWPqKrJCzWTFw4DHXB7EU9eOPyg6/A3RGUVtOET02MnL+hPFlpkCpUVqEUnJQixcTqPZeqDxf7Vsn+Viq2ABGg5KPTIxk8Wp7ZIlS9RzhcyZwdjREwqB7lm0ZEFZK8rIogxSnuJJNmwX4XPQEpZkPoT783BS69a96+PCPhC9+wM1GdCE72qbg/7IKDKljntM/JZ79QW8M/HQxMwJjoOJkIvk09sF5mBUMV3uJUdsqk9l2ayGHUWxRk4B7PxQddh7EPBB6/JW6sk9AtnIS8islDaTnbUi4LNuDyxTEPtGIivd4Mu40Tds8PdW6evm8ZOl3LN3Rpnf7+ZHbKh+x40TqOJm+zUAJq4iSZuqi6AOkaprQ82fd0k3K80ZB9ILZhE3HwV2aUTN+NpCDTtm6mIpVZ1PbVFx8Iijy5bsFcFLO4KJT4s2uhGFri/KXT9gcx0PHDTU8jdgDIW0ANVRa9TQel91G/WThaAiZsaaufpNYa7t0Lx22iszqktEx0HtXU2jBlZpORWsCOdGrZNMGHiuQUWCt0yo05tka9UrHmgwXo0cVPRnYm7z6Bqb8hMOKa+P3lqpj2F8kQyyC0Eye4x6UgWYUTtSTqsEHz8iZvsgwB6GJotLR9h0MMQ+yDATg2gMQob+eLUX3ijpWmD78JOWHLvFGc2Nz6vpfGfKnVsjEL3Pegege4RaLiVvfuhfLFyRYthRrIA35ue+dczm6G+fBE1WASbFSWYSCebq7pFs7GbEmX+waoFcVaJ0LzgMSmMKoYWedzLeBzIQroiZrxiRTyYoRI0TketJyE3Gm5Vq9pAW3CoTwuF8Dtbc/fsXCVf5HrOTVBV+iXCxD/vRQcsAN2rhEEkK7zWkS9ma2HdtseIzkAIIaTLTQNb49jp0mhqTPNPv+W0vMVheAmNspnoOChXqrf5pzLi7XyRRYTBg30QgD189sXUALrvgXL70WfZZ0L9ZnSrep7qlEgD9Cl133kYQsOtylUb3Eb4lzUZUA6X1/UrxlAjVsgESggHtKu6eHrj5y0vHa/J8J3fPNy91Xtmk+i1gVM5Hhep6AC/KZafdeGLOX6QCINu1cTmC84ERjgHRL3Khgfobo8uW4TzJKFk8Yiq+mPlC1I6iHxBE93Igp0aYKcGYJtFYxQaIVHIDes/URaBxLSuC4VY8JwJy4UqNcECIgy6R6DB+ijl4ejpYDMabkUhN7rvgdk23L31zZ2r0I2ovZPtNU5e28HrJ6po3iuB4jgitteY9oOnIDr7+vnN0Gq0ufH5ztbclqYN1v3rJ67t8J3f3Nz4PHAHeEP0LRHGdQxhez4EcWDXtYaZg+57uLcEcoI01t2MMPF71uZ5MK49IqV6FRiGPm95Ke0HT+VzkJf3itlsrqyoKisrq6yoghdeb4zOj4b5/806d5dDCClrawR2WSUFimNjJkPx/frnXPbs4e6tVXvXQUfy9+ufUypcKCdNgd1nuHtrSooBt647VpFh3b9+z85VIOlAF7L3658TnhTyR5sbn4drxqVGB/79lXiFi1NbcE953h4bzfo9tWXUWSTfPktuiNb4v0fENaMehhbcs6Z8tDRt8P22ApfthpuphHYvnt6YsX61fS6cTqdrBp+0Op1OZ8yqnAtBFnoVa0cIxdfWSIVDhwfODIPld7d7q3X/+sFLr3JtGTHug5JC+BJ+YughJrSP/HKGO/bsXGUwGGQuA+z83F541XHUE4QmejITF0R3zYI6GjggbueKMDpotYLckwUfbxpXXZ+75bQ1v6iqTRx36KeGyJ5G+HR1UMziS3PgQqb4+LlzqLWVlam7w9VTVIelz01XgV36bvfWqr3rvr2yvaf9ZaXKiHzapVjaVWdrrnX/+pamDTEPLto0CB4fLvARdYI0//TbmSALJeJD9MWMUS0eFlAyYoSx6tVgOW4/q+YBWiH+b3Pj80V5K9GN6MMavbK9au+6i6c3ar7J80EWOAj60WULt388qJ3aNU+x5GINkGqARhBz6ow3NyuijEvKM1kERRYmr+1w2bOhh/CJumfZXmNP+8uVe9cpdKZOXzeh2/ZoUNaod9bXO9dmBJ2NP295KZ6VCcl12KQP1RCwGixKFrPixkwTcMgTi1x9O3FxLuhWNbptR/cIpWm1ukB9VJsuAzTK3A1P/7/TG9le45vGVRdPbxzu3trW/OLxmgxh30n+vRqsRyE32BxnvXscD0OiyOIRVTVF1k10HJSLRcHvz5SNVTV9dWlFKdrfSKbIuMIK44o6D8y1IIxe2Z6SYsBtPk/UPQscARuCXrWw2V5jw/71ShqaQ9Xy8c8qhF60R5ctXOcfSBN5G57GmgjPzAnuT5xKMz8rBwWb548dBJApj5Lo0dK0Acxe076oY953frNUT8np6yYUbEYjpJxgNZNOlRCyiFx9W1FYDu8zp7YoD1mb9sVrswiFWFGmkOpawi3zp1DKUKqYRBj0MAQ51G/tehGeNNtr/GVNBnT9BHPGt4Imo9rGv1UoU236os2KhJUppHLGMEFwtRI4AtDTvBX+1K0BejyIMPH4VnUZ4PYWv0W37cpro0MdE/3JIloqRqt9S+lsUNmEimuV6OoSFygIAjXUKi0gXFGBbDbW7VbkPVGFT1qde3/2QmdrLsgUIDqCe7Wn/eX41xuO5og5pOIIxXt/n9pSk7d25NQWUDcgjvP1vJWGGXz8K412NS1Dc4ah7gD3uQLfKuoziXjZg83s3Q+jGsFwa7Rw0WA9GjgQcya47Nm8fvSo34yCzexIpwaZi+0t0q34Db4gVZX/hENh5gwablV+cUocosKGiapYw+mUa8iqoXKPx+OxWCz+v51ua9nH3v2QHbL5zm9uadoQP1m0NG1QoobIDGEOJePa8+iy5eLpjW0t+6bIuskLh98xZT66+vbktR1wrl/WZGg2wqsdqmNP4oPSsL0Ig8ZpdqQzGmsfckOsPTvSicYoLRoThHjctovaRzpbc2dliq8PsiOd7IO4qsKwQ0097S/rSRbRqrZxpAYoTNBWbrBQ0mbVZtPOFEIlRVTc6OriT6mYmfhNTU3Tj5iGBivDMCjCDN36a+VbP4zTMAnrNk6y4BV3ZFx7cK5Rw/710MT085aXeOaJ4e6tF09vnA+y0BRexU4NqF1OoRCLreOQG6lD6I0GiAWGzSqbonElGhBy6yxZRC3k8eURxbSBKc9MjylTnDsn0uLo9/XobDF7tpw9W87+oRb9oRa9V6+OTaRKEPMapsGQCtMoLi6enp72er2ftDqBVhgG+X5bqdCfKjqmfUptFnIHwTU4Tm2BVia4gh7ba6x6ax24cmD0tL+c9oOnQBj+vOWleZAvNGQM8aLg0cAB+QQzhhHXZNW5w/QFx0SCvWn6tm71ntFVsmBj9fWTN3OOOotiqiGoL3Z5OKjWK/M4YYj2TPxDLXLniIyzxezv61HTYXWUIaOb8Iaw3KPL5bJYLL03fEVFRaOjswvA9W6e691cbc65ztZcvbZ3YXXp4e6txwViy4m6Zyv3roOTTvuMF09v5MYCJIQsVFX6GSFFk25jHkR+H4q/Px4UdlArqkCXxqq31oV73lLasU0hBq06Gzjx9oLr80RZQ9j1gPvfU1u+nWm3JS9jxywPp4QjYLS2iggLUkwxhzXK2T/Uot/XR8dvGmMIHTFbtMqYQhkG/aL2HZfLVVlRReM/R5iLp//Zun+9BgEBgsoTulbnEIrPOO0zvmlctWfnKmxpS7QyonQ7HfVKZjMrs3rI84WG9leg1wgnMOQlKSQOu91O07SMK5Rh1JeqvEfAg5uPoCwIuxj/rELUosG49kByoXwaP7ptl7EDKbFNnDuH3G4R56ilBllqJJni96+w8vRBvIbOlrO/r5d0psj3XpQ3bSCEnE6n2+02m82z8sU43dmap2GLnmeygDHcvbWzNRf/t7M1t6f95QQGYinRUmUbFys3n8vPOuV8wTCSwYGqBBaKolwul5KzQIFbJRzETg2gvmK216izgVOcLHyzL6KZuVQVBHTCCy5BiJIF6jOJ13efQcwbTRAx2i+LMgXxGrr1OovSmEfZ94jXYgsdv3+FPVvOSlGGEj+r1CQrLy+vrKjiKiOov9Rlz1ZlAoAIUYV+U+Wjp/3l9+ufgyQ0GI3leZ2tueyQDQWbUciNRshoLvKod+q/v0AjpPXgbv/fTqMxip0agBgTNEKiYDO/EtrAgehBhlvRPQIcB+xIZ+yCPfKu01hJX/LBwbDkMOT5QkmsjRKa4B5QZnk3NDRILeZAAHV18e1lMGLwxUyuwHxIFvJj2mccvbJdagajPtPE1/8hI1BIxVZxh7xbtKEWnS3nyw5AE+zyCGtgo2N55NbrMUQM/F0pg6jC0Awgfq4kGbwT5P1waIT1ectLbc0vKr/bDfvXqwoG5Vouo+2IZhz+7N0P2bsflpa80dayr752d33t7oyMjLKysulHowghr9drNBoJgvD7/aIPjqKobdu2jY6O8nZCqEsWs8NYFOO0uMVBuit6zAZiMUN4gCy4krySLMSuLhHW0Jy+CJ4XnjZBUZTNZosu5ggDxwfbh/wa6eqSVkw4Itg8JZLJjDeNqwwGQ7QU5dx5jPrNMvnXUHhC/p6KmjC54zeNLE9k6PgX9tbr7CxHzB2YLzr+RY44zhbL0ZPCDUQGXOt9gxrjxS9rMlSU1cGK4ZBNaC1jGKaoqCgv7xWHw+FwOAiCgNgQu91+tPEIRVEMw3R39zidTqvVSguEpXA43HvDBy+6u3tcLhejremDmEIhZ3SIVcVfRVzjXMiIGKJeVdygJP4BdW137tjb1TWt7Qji935uk+eFJ4vRK9uxTZSbHIFuVU8y3wjPJOXpOHcOOZ2s08k2N0eHfPSEUKCI0gRXmpDgi45/4VOMiEpSL3lqJS4SOdlV8Ai5rsqY4/WNKxXW7Ju8tmOg63+ebf+1bQYWi4Xi0BhN0+FwGCFUUFBgMpnwNGIYRLR/arPZrFarw+FACLlcLqvVKiJlRBiKokiSpChKSChKINnEVEY6kO5yICOSKARUTuKWpBYV8uWdrxpGW1ufzXZG89dFLlLAqgtPFtxNbLh76+ClV1327NwNT88KVDPgxsBwBy89NKY7U1SgUEITIkNaNyFek7R3KvGPKBELYeCqfApHw/71ExJpRbzx1q4X3G73l9RVrBD13vDB4leOhoYGiqLC4TDDIIfDYbVasd5B03RKSsqvfvUrtbNtDqTar8p4zUa9kr9av7oH8lDCFAqN4jBcrq927aq6dIkvWRCEImMZb76JUvAiIgsuu5MkWVlRhTciKVsxQagOvmyoRb+v56/qR9n3VNOEmG6iULh4550YT05SBxErcf76xpV3/6zCwQHNjWLyxch/1fN4ob8flZaWjo6qnCvjNBg1Wv73/2YYNDw8VlpaWlZW5nK59Ckh8TAkShYxYnxFbZx3P9ThehQgpkXz3LnoxLbUILt9drWfOxdd/CA7u91zCOWjj/5SUnKUIKbB5cdVwC01MahnDiTIdPGRxcwDa2pqMpvNbS37+vtF1LCYxghRmULUQiEUKB5sLmZXrn6w2fQoO6yELB5l35NyjohepKVG7rGJek8RkrThn6h7VpUZgu019rS/LOVGiZqNvj5ItH/KLaZI08jl+spmOyN5eQJAVVsUbJ74+j9SUlLqa3e3teyDWmw2my0nJycUCjkcjqONR8Dk4XA4nE7n2bPqEyXEksHlyYKdGuBSTLQ/k171b2QR01QhGgEkM955BzU3s04n+8476KWXbBUV0xr031lEGKmOSt4zmzIzM6xWq9VqPdp4BP6VMmDLQAeyQIP1XBu40+mkKGr9WuNHH/2F98M0JH29V8+eLRbZ/x9l3+ORBUpjWEMKazCwBgO7cjVKG9VMFmfLxa8TbxTCmsCSpgrpuABcs0DV3f63CvHc08lrO2DZlJeX4z0E5rfNdqatra+rS0t4YjgcxvZLhmHwa6fTaTabh4aGSJIMh8OBQIAkSaPRyLWAxIawr4eShIhxGo3TcaZXaYM8Waid23iYTFc3bXIcODCpVp7lSbJSxTgWhWSB+s1CEzRFUS+9+AZBBOJkit80itNE1E4hXPyv/JZd8VSULAyGB5tNrAHpqIbY7eIPTG4FjnrlYtX6TGOnS987+rM6Uyav5oVMkBu3ODCXKUb+qx6h6draWoKYTccCr1NJyTFQiWM0DVYJl8tFknOefiAQ2LZtW2VFVSikWMTgKGioz6RvfVbdIePFczrjymnMzjooJVnIWC5ELMsPQ8JSjAtMFqjPhIZbheKflBdKlSFThiZmxQpRssCSBYxXTmsjC2G0hZQCIuP74AnMQp7FHYkH/v2V1/NWXv9txSOqavLajslrO+QjYiev7fi85aXKves6W3Pbml88VpFRX7sbtnqetaKrC508+XlJyVEgi64uFTPjS+pqUVEROFO4eg1YLgoLCysrqoxG4+joKMMw5eXlDofDbre3tew7dOgDi8UyPT0NZlGr1Sq0ec8iwuDNUGNR/3kEw0iuW4XKNZje3qtn36ufo+pu2uQwma6qEiskN6oIw20cAXk9C0cWdz8U1RKlzD8KmYJLEzKR2lLBFA82F89hCoOBXbFCni9EyYJ4TRG7xzABcNaAcEQ7aHKybO6eKDi5O9Na+MOivJXXf1sxRdbF7JwKlOE7vxndtos+DtBBfvKT7Pr6j/Fl84znEB0I/kKuszAUYru7eyorqkpKjlosFoPBMDQ0DX/1+/0Wi8XtdjscDkh+OWipI0nS6/WCkkIQBLwAGwfXjSKOEZLVw/c5PxD1hrjdimZ402HE2wWJ19AfalFDLTIaz4mShbxDRHKvijDRJntDNnSr2ndh5wKQBbpVLSUoSgW0Kdc+fl+PlIRmS3lARMgiljIiShZCg4Uou8eIBZbtCSRekWymXvbJ3Zknd2f+9693KypWKK3k83QQLLhCdKDCUOULF5iYom8MLlACJb3FFgdE75sS117TYcnp/YdaEQOnVLUE7nalMBrO6/UWFBTMK1mgW9UyeT5SP0khU+DxXj3Lc5EqkSxQGsM1WMyOlatlyEJU2RFmozYdViwBAmLFGgorVkGa/4Ouw9N0Ceoz+S7sbG58/lhFBhTpk9FlZJR8kCx4ZKHL0Nf2gRBih5oWP1lIJSgocYI01PJliujOVMyCzssjC7ud7zEF+zQQfczyS+hhKJrUM06jiZskSc4rWaDBenkHleisIgjVZIEpQ8pscbZYwrrJM1hgTUSaLERDv4V5azabeDkcUbAPApDqJzOm6RKeTDHqLBLqHZPXdlw8vfF4TcaJumehAjAeg5devXh6I0Vdxl08hWAYVFHxnsPxJ96c00YQwsI/8SLC/P/svWtwU9e9N2x/yBXOSc+YMkkMeZtjN8lgl5THNgFMnoY4N7lTSiNI+tg+fUl8R6ZcJAOJ6JnnqZpQy3XmxIJkkNsZWplmYmV6qGWbDHrDByt+E9BJT4JejPGFCRY4OBKMo+0rWGu/H/7y8tK+ae+tvWXJ3r9ZwwhZl6211/qt//2fn59//vx5hBAaaRROOFxw8BnjOjpE6decixnnIoE3BEwY+/czHaWcySlsRBze1yzsuqEJNXCiaxbhT+Ez/Ii3a4pXTD7YxBNhwWaKtDQ6LY3Xh7pslpOJOAVI8WTBtkVzDrLTApS3E3gxtCN8oyrrjaqs5sNr3qjKajzwRJ/9IMRi87WoHBwcXJuTDwZOo/G40Xi8pOQQHgwSkTHi54vi4uLh4WGEEH3jqOzMjgRAIHmEMyX6iJF+/0BkQPU2AaaoqkI6XYdO10EGcUmiCYQQmvAJHFGJIwsxJUn44lXiYYp5+Y2VWsrQRKIiLFiDL0ALraA4tUf2NXBKFtyeBa5ITWFNZOLDKkktOa6efSbcG9Ui2GpBehsvAAAgAElEQVS1MlyYGD4fslo/7uqinM5rra39cOU2G+1wIOCO9vZgPHyhWB26gIPR9Dh5IMAUbHucYRfHcmWPDzZFtA/DLvT22+Nbt9ayVUXxCTe4bsVCk4XoQFpO+Va4FIX4wbgBEshi+XI+yYJt3cS3kDH4GhQxEe2yiqGJXNRDkzepVXw5a45ZLBZOKyM7LgD/qP37UWtrf2XlEQXkizgCKIuLiwOBQKQ6RvJBILCC01QhhimwnQI0jh/+MLe19bJ8Fp7wxexXkAiyiKl9MMA5p3FqIli+YOgjTJ8Ip82C33XK6QfhSwnhC87ndp3ecolpNiFvCNiY7XZ7a/POy5fH8DNscY/t4dtW3BwnWZyNz97p8Xh6es7Jf7+a4HMYORzc7o96viqwc/Uc3z8wL1BgjcNsPklmnTIqbsTATaeYw0Z1spDKFIh/cmMGt4kJaHn/gJBwwTRbLF8+87SeU6a4k3uz/X/S7DgOvhBvvsBNXrJACCFEj52OURJKBlPwxFNgjFwfgcgoSCpnm+4ZS3zDBmtZ2Tfi64AJ84W8ohZJC/ZihloKAmuV7cVzvsh0rrEdoj4f2m3Y7/eHmT6O2wE00oiu1MKgv96NH0NDI/ELTF2ykMEUSDDTBtLpGFoJu/wUnOF8IS6kjMc2c6IVFL3yYYit4LNTQJU9NlM4X+Qt/y2Q8xdbVpzwoWuW+LuEcobVC4CiqL173ykpOVRZecRoPJ6dndPW5mfb7ckQY8iSBHOG0zk/OjrEOlAkhYcmOdjahxgBmaGDnKqkGYuKdIiSZXUOHz4ctZNnKWVbuqtJFnF0NxFZF0RMwj9b0mMoI2zh4k7uTXrTnyWFYAkrIJymTTzEuwPo6aFIBUqit7UomujXo4BDqlEAr/X29mB7e/DF5181m0+yKVg40xEPkV0RoE7kIgCbKcTEXJE6yAebaMaK2r8/ondAuARDCrNYiLN5zE1/vVtZmVRFskAjjbJNVmIqa4ofbDonJT3ni0hM2Zs7uTev/FQOU8QsJYDjZCRP0y2XGBlSXj9xTmVw69Za468vMPIaRZKFcHrC1q21Lz7/SldXqKuLOnbsM4fDIS3xNMkgjylgtUDGBzZMkAKFsPBVWVn56Zn3FeeIhEgW0uVeBqRWPRZ4PeNWxbRc0MtmMTtAHT1hD5YAU4j/CRL84STGvfSwGQ2Vk8X1oQWuvHBGihKy3peUvMHIPhDIdCQHX9DxsWOfvfj8K1brxy8+/8rZs2GdrhiS1v0L09hLAbDXocikDzGzx20GDnnor3dD9fbigpVff/JM/NTASxZ3JDd8Y0DQdTpsni8GP3kZTV6mp4fQ5OXIM2NuAQFETGFihjzGRxkMSwe5/z/YFCGFU9tp54uRPzFMEh9sok9tj2ovdKqSPrWdxh4sNk2Iby+kAGVgQGX9OBCzOsu24mYcKVhW9o1ADQVykHal9vag1fpxScmhrVtrID9t3ZMvt7Zerqw8YjAYoH6vwWAg0+SVwSxFz/jp6SE04ZPZjlgQkFDHnjGphZoYCwlrcNxMER2V09v5dPWrq0VWTkwiyULkQAOlwrE0UKTX54sotJDaKNDcjVOLYcSMC2evt/9PGtqd/q0OkQKhmF1hs9GSqifyUcaCdNmNWZy+uxs5HFGqh0jJAn9CZeWRysoje/a8c5aI/j527LP7773b4bhMXkx9ff3I9ZHBwUG3200Sh8fjMZlMBoMhKytSuKm0tFR4EfMVdImIYDedcVbB4aOJs9IrX5GDdKKxw6umqG84rVe9nU+/EXdH2yQli8htu1KLJi/H/irRYMfMkcoIZ1chEB+EOxIKRIgJGzIZAzzB+/cjiwU1NtItLRwUo7YkDk0l/H40MBAZYnwWXV3U//gfb1ZVhYE6Icq4vHyKwaT4GcOuKIMFZ05aZeWRH6/9BaPAp8vlstvtTqfT7XaDrGG1Ws1ms81mQwh5vd78/PxQKJSbm6vT6cLhMC+9jrljL79+vQytTUxXDnliBbZl8gqb416BSJyPmtcp3lPWc3LDhrzHzp8/7yUgo4GDYjU40WiL2AYzIsA4Jzs65o2d9XUIQu6xZ+RUJYdJCVyAjG0MdVNxlG59nWRpAldkZYwE8AWW0eIRfLYVN/8g86UfZL6k1/93VRXasMHKVkYwiZCCdHt7EBfRIcfWrbUOhyNmYNXo6DiptPb0nCstLS0qKrLZbPA53OCvCcLkCykd2MV0zJQRfMzOAePWPmJlD51r24gbayhFFrk5OWfOnHETgF4QksBNFsKVmvhGuHdOOBxzK6JVMsx1bLGQVDTq6xBZNDnmpopH4+BMCmC8RkE/okjBQcwAna68fCo3Z7de/2V5+ZRe/+W6dW+WlX1TXj6l03Xk5tRt2GDV6TrWrXtzwwbrJ5+gs2dRa2v/1q01OLsED58PmUz1BoOBLzlFGJAXC7VaORGzC9k8X0ixx8ckCxl2zZYWcTkBSFQCkUBlZnlkoYwaMtm+e7J991TX3mn3PshWmOnee+e8Yaprl3AqZOz7N1CKrhrpG0fRTaeExnbRYDcTaGykBYK78KaCIrp44H5wjG7XuEgU+TIxMiq7TDlbl5HVfCcKMVu3yRj790cUjR9k6srLJ4EvMEfA43Xr3tTpOqClBfzb3h5gUCGITsFgkN2ikfOHsLt7eb3IbD5ZWXnEav2Y8130jaNiF5uUMMKYlmBJCoiwa5kt7PN1V2KMf9+lmPFCMbLgKNkUXWqBsu+YbN8NVBL2lciQOKJuar8eXakV3+0awGmFAp2CISD4fGLlfzEqm3CnxY4O5qpix4bLMHZiq7DiNAEDG4x1uo4fr/3FunVvrlv3JkgZoJWUlX1TVYWys3OPHft/W1v7f/jDXLv9K/ITpAZ3k78F9weGibXbL1itHzc0fGQwGNjF6UXuq8jSEq2JCJOFpNK7Ma1dHAtg8rJAcVY83lTO0pkosmAN4I74iUNGdVaBfctRjH+WosdOR1p4j7nRhI+eHqJn/PL0IwHBlRE5xk61EBm4BVESyrbGEzlsNjo3Z3duTp1O17FhgxVOS6PxuN1+4exZZDafJDPZo8QlViNVNjhZj039FEVZLBaHwxH1ZnH7KrKiRGsiwmTB0C7Z+qbA2cAenGG+Yn6U1O6WyUgWZLXIyfbdcSU+8BT+FQb2AuCelByn3LiXjHTiWFhD5fSwGQUcYpY7hgzbgaQQT6WYArQqSZ/W0YEqK49s3VpTV/cRWOm6uqitW2udzmtCS59f+BcWykC+gBtH3r5f1+2PWtOcKRLDZr57Kj5NQdjT7HSilha6pWU+UwbEWDwYLcX4fiOvkBvd9ZZvfHJiven1RxltH1KNLDBlNG0J2YrveGtoViN1GMKG0nCvDg2VM7frLBWJvRlzo1suFHCgm05p9o7RFslFIq4aUcCBQh4xTnuR1W6l5RpL/HC+wfbVielZz/dRXi9VUVH57bdifwgwuBg+5UurOXz4cEVFRcRcytUMFarv0TeOct5iqeotNmMpZT8+Kz4JgKdPHXvYLblxOlMVI4uT9fUdf3gLj8/feytkK5ZKHAwRI+wrmf3ytTvemrCv5I63BoaAuRRds6CrRjRULrSfB0rRSOP0t2fo6SFOeYSeHkLjXqmZWrzcMdoSU2HBdlDGUmNb8qRCHmUImxL4xCKQzmCAsOb3z3/OGwcPiVxkki5YeH4cDofFYrl57peoX9/b+XRv59OhL55HA6VR5wqPTwFNXBBztZzAtm08FdBXHUIKOSfc652PM5R8NoirwEjPOVPPtW1E/XoZnkrFyOJPBgNjnKyvHz9RhitEihwhWzFl3xEhGvzepi2MxyFb8cSHVdPufQzukGH+AG8LulIbxVPx2V+ZXzHSuCBt8gB44YpRKMSkwJIcJCQkExBJFlKFl5jo/XN144EnfrMrq7XxydbGJxuMT5lMJpvNFhVKxMcXwq2Vkwb0jF9kIAkMU9223q6X6DmBXfxSbz68JicnRxWygPH5e2/J11DEkcu0e5+CG1u9ga5ZFIw3kw2G9xecvqQUIP5zeN8yS6FxL3RFRldqUb/+zaqs8FC5cJo8ZgqRdXSEPcr09BDDVIG71eD+RvOv5uMLduLSXHZJJL8JJzqxHkfGhC8Rlf7Y3V4FV6DNZrNareiWC12zYLI43ZL/9r7HfrMrixynW/Kvnn3m7X2PvVGV9fa+xwpVkiwSRhZ3zhuk7ltlBQdRTHGlNmlrySqP2wHGWRfx9vN3KsdMAV4hsmCcDF0JzVKctWdRYJ4gXC6XyWQKBoPCcdORNwq+AC8n9oPIfy/q0ZXaSBLK2Gl0y4XG3CjkQSEPZFfSM37oxhDRgm866RtHyasVwoRPZLUr0pDcd6m3oqLCc3IDPWz+vfHx6ldXf9S8jv0WYJDRnmdpVdUQRZiCsu+Y6to78WHVxIdVoJ6Qg7LviNmeb+HHsDn5O98oj3EvaXur+eXq8Ne8LWMwUzBC4PlKHMeu1smfDIKGynEKUjAYNO7+BeyEmCwgVclnv1iOjjxULrB46Bm/eANn5ANxqMG4F/XrW5t3ms3mwf8+Iea9KpJFvEzRtIWy74i/llziBwSM0TeO0mOnk0HvWGCMe9FI45FDP+PrS4LNH5zJMuy4RjF1fWPGd4PhmR42T331AiRohi/q73hrZrr3Trv3wYAQ5DvemvBFfbhXh63s8Hzkr+cN8HjavW+qa+9U1y4IZYbjDQbEIt45b5AdysysIzVLocnLskvmoYkL8N6ous2jLQtGFoowhXrlrdWiiatGSQEXSwd1dXUci2yWwjZXgUJSpD4iKlNmlhIfgkX36epff3S6e2+UEV3uohW5sCn7DiCRqa5dDFbiXVoDpWikkR42K7Up0EApPTNMTlvMoHjlyeJkfX2f/WD8logU0C8Y9zKJe2EtIKxW66EDB9liBRn+KJyaSYZCi/IliwtVwuPIoZ/942BBnCtWMq1wMUvIVjzVJbkFjMwVy7VchSUy5clCEYumqMbf8czUaAu65VJQx0kVN1uiMUsxgynnQEYcWCzIbKb370eGXQi36jSbaaj0gWMcxUadiO7nRvfppt37/nGwoGZz5tD/3iRNRlBnUPYdCWAKuk+HrtQydeRYmohiZfUwWXz77rY452v8hASnseQ5IuxbStVKlxrwt3RQV1fH2eJMRqSjhLoeovu53TlvgCX39+q1tQWrxuZW4I23Ny8UX6h9TJIjfDFS74ee8YvxpygsWSggVjRtUUkBiZTDZ+N2QNJZxPzYK7WyOx4sZsxSNputoqKCcRDx9b5WjCkQCl+M1X2+V0f36cK+kvkg46Yt+o1P4eBjGL1/rmKsTBVpomnLd40/CdmKF8CpP9IonAClFlmMnyiLc9bUirAaNsdwTNwOoNEWkbMWmeWBUnTTGU+HzkWMsrKyvku9jCdjFviMnynEWDfDvbrZL1+LNKBv2vJd40/0G596t7ycMwr58/fe6rMf/PbdbX32g3gweUQRsmjakuThhYqRxcsbn3p541MN27LZg2E9atiWbSp6BP4ED/B/D1QW9HY+jS9u6qsXGg888Xvj4+zx9r7Hfm98PPTF8/jFoz3P4ufxg7f3PXagsqC1eafVaiUv1+fzWedgsVjIB0cO/ay1eSdU1geahyRf/IENxqeOHPrZkUM/g7e4XFGhVk6nEz6H81+Gnc9utzOugXzsiw5RJP/KuGar1UpWjoE0bfwC9pWQwc5+v599nTk5OfB2qHaJ4fV6Ob8dHuCYyGAwWFdX53a7ydfs2fMOlOqFYbV+TDICVK9hjD173oG343J7ELTOmCvyMlqbd149+wwmfc4l1GB8Cq+6fxwseHnjU007dxh/vtX4862wjPkGg0fwumUv6YZt2eSa/3v1WoFl7/jVmqmu+VoNHzWv41zzDcanGg884Tm5gdzAdkvu742PNx54AtYnrMzW5p3Gum3Nh9dAWDemSL7dBIOMNxntebbxwBPwsXhP7XjpwfvuuSvje/+U8b1/yphDZmZmVjTa2tpikAWWLEhqkGpkvuOtUVYMC/fq4oqbxBF1E76lEzHh9/vvv/fumLdcAHV1daEQ0wzGl0bFN+TVE6SoiCkKDZTyZjD7SvB5jvkCk8VTeY8Bd3DKGnj02Q8qpZhgo6bQ4if7+90OROLNoaEBBIMSPvvIWXA7ANHcSu0pz8kN+Xl5AwMDg4KIKWsrYbNo2qJ4CBYaKNUMClJBUVR6evrx48flvd3lcpnNZrawKkn1UKDyKI/1OoosGn/y04KVtQWragtWjb67rc9+8B8HC/6vh1b/5Vdr/mQwgDTRtHMHL1MoRBYxtY/wRT1ktciB6GBwMWShsOtUtjdEFafR2Ok4f5gGqYCiz4wnxRTCJgf2kgp0hxGFCR87iokki38cLPh79dr8NQ+MNW35rmmL41drigtWglvk8/feere83PjzrY88tBrrIGDFmDc0xE8WIs5IZUJ4Zik0S6HbgUidN/gvIOThKwWkLll8/t5b8iZxsn23wonhmp8igYDs1UCA7rvUSyZ0Sm1bi7sr4RrL8UoZtwOM6iThi/r53d60BSiDc9H22Q/Cqn55zgJ6sr4+/uAAxrKPsYyl1BCOd6JuOgXKwagS7i3PJ6K4h1kLqUwYcDim14s6O90VFRV6vd7pdEqtH0VW0yApRnyjeV7MecdBh58vmDJX25Gy7+Bclp+/99bJ+vp3y8ufynvs5Y1PvfqztQ3bsv9evfbG25uxbBKPlAEF4njXsMRWJoogkt0/bGY4B1UhCzkR301bproUIwt53aU0xAOyvMXg4OD99959/dp18gViCtvgJDHGi+NvhsBIWg/7SiBBY9q9D9dznOney1GuqWnLd01b/nGwwPGrNUAQoLlgj4ap6JGazZnyAsZDthheXjTSGPcvjw8TvkhdkoFStRLJ5qU10Yw78WGVMkwxVK5qWSrcEwSGjAKZixyzEcct+y+gWQgLGqCDMF6jgGSBxOaMRChD4rY3FT3i+NUaqe+KrYMkk3Tsdrs3b96sVlm9b9/dJp4sFDFwomsWxaOkoFYtu0amzKihRQ2IsGCHY5FgN3xiCBdsa6gyZIF4ynxzjbCvBBLPJz6sEllN9u/Va2s2Z44Rqg0pQUC6Ou7CFTPNNLKeeXQQsATJqG8WDzwej1pk8SeDoeMPUoydTVviZQq5ORpQZo4TIqtCKiAnLwq43W5GlBofoL+JDFtGvIjmi3Cvjv56NxpphNAMvqV157yBz6jB4AtT0SO9f67C1S7iaotDxlZEg9ENLzHHlbpkIc05El+cRTxGYyhFyZ5xSWZ8Yb4AE6CCjUuTE8Fg0GKR1gFQjPkzzirnTNxygekOjTRGxdrdDqCAQyDkf7J9d0wbRNhXUv/6o29UZb1RldV44AkyyFjykuZpoMXph07AcaU6WYiXL2LqbzFmVgVTkNToAGGIec0iQF1dXSAgqkQtpzKCbZy4Irkqxya4CTkBAaBclDHTvVf4tGO4NuLsS8xnsOCUyBIgXChGFifr6wX4Qkxk5+yXr8UTmqqS3ViScCF8w6CLxKLH+vWFFy7EaLoBTWc5ZQqFhQjZ4KqXLUwWnL7/eFqN8vUuYZNsYiRWxcji23e3dfzhLT6yOFlfL6zyTXxYFUkclk0W6sSuxOyUzXkq8n0UQ/denJ6UWcpqtXKWsYjZDDHmoocmRgkCy3uC61+wB1/INiPdUdqILnuHwSaLxDCsYmQBjX8E+EJYGZFRzj8xkgWSKFwI73+4qWSTnu5uCR3bUwgOhwNbOsU3RhOeB7KzUYJ4NrrQyR1vDd9Rx7csz7Vt5CyxL+ZcFGPdjHlEKQjlyKLxJ981bRGQL94tL+eN1IrbD0L3xZddKghJlgthjhducQ497JJFDo8bdXV1gYCEqTt7VujTGIo6jgpXHNB7KfLhjFAuHCdODOEa9KM9z8ozWwj0ZyaZN5Emc0XJYm702Q9ymjAENBHwMMXmWp78OVVjVyRpIpI+lo81QNxIddY4dcq7dWtNd3dYeMZIywWfZMFZX0u9EzUqey26k+jEh1WMAArhAv+fnFh/uiVfDlnwxwFQVGTSursTHWexfr0SEZwMrxJbJTlZXy+khghWskBXjeimM9IGLroKHq4jqB7Ek4WM5Sus48wfcSmIgQF07NhnRuNx8VTLN4F8WkwCJHBGgfw75w2RjJKmLWz3B1u/qH/90VlZZjjhzsxg/UkwFJMs6D7dHW9NRHaYm8rP33uLtFng3BuRlmRaoKXw7QDEqyemT4fItS7D9IBPiUVGGZhhS0reiClckIP9S2OStbqTc8vFWJM4oJN30Q6Uoiu16KpxqPv/bm3eKYcpkrIOi5JkEe7VhS/qJ9t3kxIETvIV9p5yz/uNo4r8yPghcqHLkwlF1rBNWKCeIsDZ5Xv2vON0XhNPFmxnhxjjqIo+6Qkfw4c67d4n4P7AJVSCwWBlZWUoFIJGgdL4ImlWPglQQwKBAEVRwTnI+Jw0DlFtznj57bvbPn/vrUieCE99ITZZCBh4Eg+RNk7ZR5wks0hKSBn4ap3Oa5WVR8T/OrztYxbCYEhkKk4L0U8UTkQ+5x0Z6BVhCgCLcWKM6UG1fksc8Hg82dnZjPKrg4OSLzWN8WvDvpKJD6uwSiKcikPZd7ANFslWuoZz7TLWazwmevFFH5JfvmDIAnv2vHPs2Gcifx0JkW/p7lZgTiAKhkyKjbqV414wrgvZ4AmZoqa6FhcZBtBjp8XqIHyhpQsNJdWQKLLo1YV7ddPufWRrBkk6CLpqTCqyAMTMferulhk1JD6rKsnDQDmlpJKSN86eDZOzJIYHRTJF/DIF3+QzOWjcyyi6FVmr/XoUmq/bXlZWxq5XjJCoVmnJuewBapHFPGX4SnirAzRtCdmK+XS/pJ01MblPMvazSg7axINzcozG4yBcCEwd27wfMxxOEdOvsI7JEQA24UMBBxptQSONkWbFhJXd6XSxS5DOY6hCiCn69XxRm8kAxcgCjTSi0RZ0zYKuGtFQOUNau3PeMO3eN9m+Gzq7hGzFU127YhT+58/PRXNC40KFP1JU7HUs48QTGeZ4NonNFgLy0datte3tAYEfxTYPC0+yInHfIjla5BqjKN7erhHMUvTYaXbFOjRQSg+bk6rUDRvKkUU06Bk/aRaKEjcu6sUkgPAFpVAUxbmGYu+fWQpNXkZjbnTTSd84CscCGm1BAQe66UQhTySOQzQgG0pBskCxlBH4usQ72MVDYHuTlk6RKWR8QpzPp0wwEp8fCtoy44bMIumJoqia6lqRGbfAGuiaBd1yqVrYTUGoRRYRjHsFigXHIAuuoBSBvRQjmi3kEcNQ4Yt6etiMAo755smxADVp2atZNoQ5KHFpVLIgLByVlLzR0SEUc8H+dRAg7/fPDwVjFjmv1ulEVVWR0dLCIXdwUpXf76+uqiH7wi0+qEwWgJtOgRpE3EzB5TeNaQLk3UgyHN1wDQGHeNbH1ffi1xH4TtSk1T4whPV/q/XjmG4RVc23UDOVoiK10TgvwGKZJ4uqKrR/P+91kpThbPurN5lFPinAjiGQE3HK0qlT3sJCFciCuaxnKTTmFtPIhE8HEaPPcyfVcBUmoPt0wiH9URdz1YgCDjTuTWQPZIqKHKRw21IlVUSYLI4d+6yy8khjIw370LALmc20xYIcjqiXqbTpRJqESKbAo7GRdjo5XozNn4wOsikHWG/CRqJjxz4rKFAiN4TtpuY+56FCUUxBIzooRb7lb8JHZg3Sfbpwr+6OtwYcNCFbMWXfMdm+G2qoirKkDJWjkUap1o2lAz57YUcHAo7YsMGq03Wwd6PNFvVGxbUtkWGymMjYw7ALVVUhNrUBZezZ8468cEZ5gI0db7u2OY4Qub+s1o8LFWkFwPnpfEcEPeNHA2W8ezLaDyImewKPKHKfpdjfQrauY4yQrVhkoyPUr9caI/KB877YbPObcN06s07XUV4+JSztSz6nbwfQuBeFPGjcy9nLGlQPLKlxLioBsmAQB8P8aTafdDqvQZQNiITQKULBiSXBuGzZEL+zuruVkyz4voP3iJilGMm/84Plahbp32J+F1fd96muGGUUJ9t3i6wbvPANYJISfHeHtAXodB3r1r25YYMVUwb7uI4pXNAzfnTLhUYa0VUjn00KDE98kiBU5WFsGDFkwb7mhoaP7PYLnD9cDcpQKtRdfGGn7m7lJIuWFtrhQB0dTMYV+iWzFLpqIo9rNNrCZ1AUE+DI/PBoBYTu04Uv6sX0gAjZikVW7kJXalPF75UwCKw/hyNqs+n1X+bm1On1X5IHtcWCLJbI6uQQLsDjONIo1WQOUQz09BAncZAeKFIIglFfhz4wovcP0EeMNCgjbO3JaDze2trPeVCrYYJhTLJsq7B4Bf+sgmqIgAoaw6l5zYKGytEtV0zzoTALMimJS6yIUZ05WsSY6tor1ocybNa0EgxhWu/oQPv3z6+T8vIpna7jxedfOXbsM4cjYhcw7EIOB0fgPD3j56t+xDmgeQdbTkT9ejRUjq5ZSD2F1HYZjHCqknbkITycL6IPjPN/PWKkOzqY8eyMobiLh73J5UF8kgGoIcp4Q4SFNKXsVezfsGfPO5zkHb7IFCvoPh3Ej4rli8afUPYdwn1rmavwmgWNuSM68+RlNHmZnh5CY24UcKCRRjRUjq7ULnpaEZOhy5ZD6+o+Wrfuzaqq8N/q0N/qIkaBKPfWhE+8NEEmGYRsxZPtu8UUTMFX3tIyL1z8rQ6RTIEHXCRmtw0brGyZWugwiw/sTS7v8yWVjFSRLECYVJZZ2amf6558+dixzxiSCz09xHaXchZQjDni7MCKBkrJJY4GSqe/PaPMXCQrpDZbgeFwIJ2uIzenzvrrm+8foA27Is/P39kxt/hpD1/UR5Ke58iC9JRH6sjPPRO+qEcBB+PisYWFjyyAL8rLp8rLp8rKvgGms1g41HAYKvmDIWYkHqetGLMF9G1QSw1haNbBgYcAACAASURBVCLKesIYtMoxU1yxFXylmdUjCzRQOt+rcpaiZ/zyIzVSpym8eMmWMUBDyc3ZXVUVxkENURDMwmLyRa8u4hGfU0Owaxz+9F3TlokPq7DkiK4a4e5gvgB16YiR5iMLRx4CXtuwwVpW9g1e+WYzd1BG0kK867SoqEgVsiBDZRXP9cKpXNzSF9cpBAWO8GkjUiUZP8Hv4o1JFuPnlfm1YH9JyupJbEiymTGOr7Nn0dattTYbzwZjVbhjszObMkiOwJUTcB0mMu8ZXakFcge+6+iYs1ls5+WLDzbRR4z0unVmhicYnMEMF0+SB23FZPkE2SxUcjgzPhb/l11oJNwbaVQ5fqLsznkD6tejfv2d84aYzhHO3u6iwrdEOFZFJb8R+XjCRVyTBJLarLAHo6wWEwLhOX06NH6enh7iCxSGIldQnjuqehsYp84bSL4AygPjhbBw4XwRrVtntv76Fqd71Wym1d4FCkK4VYWKZEEqb6BZQVRM/GFnbIApe94ywnKFhHt1U1272LZ01K+f6tolniygm3bM1tioXz+vgHABR44IKWi3AwzBOznruDIQD1OcPYvM5pNkwAITrC5h85NDFkDhEi0jVs+mLeMnynCrCty4G/vLsT4Ce8Zspquq0AdGdKqSdr7IQRb/K9v2Hz8a/o8fDZ+qpEErYWwErJIkeRIgCdiqDCHRav04K2u+rB5U1pNTVo8d4iYscKrBF/ONYVjnzx1vzXdNWzBf4K0eU7hg2CwgpuvOeUPsFicDpeimU8BIIUpBY8WtYVNc0kJ8UCAfWbS29pNLJUp6FyxmCTW1OWPqZrr3Qun5kK24tXkn2aSi98/zplConwBSIVZ1yXCy+jr0/oEo1vi3lbsdeWH831PbmWEa2NKfoolmEFqOIzjJgr3y0mGE4iz4hlpFa7iKl5EGi4kPq9BVI7pSC+eMsBrC6O0O3S5nv3wtphoSWb78rWIgfFAYnG4ddPtbhWdMUci2WcDYs+ed9vYg+UzULN0OSKp8G+7V3TlviNzopi3fNf6EbE8Bg2yUN9m+G+wauMEd8AUjDBwrJrk5u//jR8NMQ4aR9+BM/vqpfKAoSi01ROTKUF4w4zl5eJuh8VQbx4Phn4fUEpHx4EzZWB5YVj2lWkBDEpHit0CM61RA+mho+Iidxk4eYOHe2GQR7tXNfvkalibwvWYzBbNJRdMWKOCG5Qs0R384ZgxHah1+vPtg9hm2YsIWLrBKrl7XxQRAsXoWfKbNmEPJ4LZZitO7Fr6oj0kKfIMdlMVp8hTiC0HjhRjQw4eZnynF0skWFRnhKso2MRKTyCNAFkbjcXafkShG47Fxhi/qydKNkZOAuJW4hY1Qy+6mLWSteXSlFuQ4YMCOjogJA2JP/20lh1iBXaqcZouUli+UJwsyFksSZSiwXnmqJ0uI8mYNRtkL8KpII4v4Hai3A4yAVJECi5j2BWpIecI0ATeaz+TOGTcdFcpJ5BPBuOOtwSFYnNJin/0gX7/uSGNNfnESDZRCwQSc5G6xoLKyb3Jz6oy/vsDnImEIF42NTAJNIWMnhvJkwc7eFTkU6AfNo4OIzB/jHOMnykDpuOOtmeraKz6NXUmyQJGK0vTYaTTuFZ+6JjI+SvFeZwLeU9LIh7v74r92dVElJYc4kyzmdxfL08ERbkdICnwCBdDE5++9Ra4Nyr6Do99VyONyuQ4dOFhScqiy8khJyaEfZL6k1/93efmUQAjGEeN8jR9Oe3/KQRU1hPQtSxpsSLa28tTFike4GD9RhlVfzn5IiSALWRCjEaghEuPvZUsxDK2TQSvt7UFI9sFvhBSSmMIFd7sJHiMFNlVEaGLOdTrt3kfeXHjc2/VSa/PO0tJSt9uNybe+LrLUPzDyxl+cqhTSRFSaeVWhCllwyl1iBmP64N5InVO+1k8RbVYuZWABNYXIAgke8qoa2/iUHQZZMJoqtLcHya7rkNKO6+LMX+2Ej2HmBC8VYwjIFJHwijkBZOLDKpAfyZv7yYn1ptcftf8uv/mtt+BrOTPNOIMvILjz8F6hHSHNk3rLRQ+bwYuHhsrRQGniK7ZBr1PVE8lEDrySGGtIMgdz5adjleSOt2amey9v6yP+IdW0GSGLBQ27FNBEVI0+5vteTl0dM4vdfqGh4SN4TFbZBpN51O6KbjQR7mU6vEK2Yhx5JWzR5GxzZbfk2i25Ee6YK/JISmrYMyIgXJA+VE5NJPYtmKXQLRdfui3q1ycy7kYtyUK2PoJ4hGfJZ+BNp3A1CtSvj/CFaC8Jb+PsJJYsOAuFK2AeEgHOgAvO+4hPbKfzGkgWOC+jqipKuJjfXZOXGfomowYan1jR2rwTR3mDo5R9y/59V9bplvzI7YsuNI9/CBYuDLvQ3+rQB5s4jBfxaiK3XGKc9GiglGyJph7UJYsqns4LwmTBeSjJiX6bpVDAIUAZYV9JyFYsniyk+kHm7+VCh1HhBm4wEubqZ1AV397AZGG1fmw2n8Svh9BJbDKPevtoCylWkEF3pMHiZH09DGzOJG83tmWifj0ac6PRFnSl9mBlgefkBhBCGT2KGSEkZE0twy70/gH6VCX9wSba+SL6Wx0idRC+szMGa7NKvQmcfGikEQUcaMyNJi+rVIZedbIQH6CFyYIvBFCmQWiWIhcWY0AYuEiyCNmKpRosIvdyLt1gwaFqFVk+wA0V+F4sS1ZWHnE6r+ETuLsbOZ1cTEH4ksnSFZw2Tnx/ow6Gpi0k9WNS6LvU29q8EwUc9I2jbIsAW0YjjRdVc/HgAnuB7SjkXdU8pnqxS+6aRXFxIxFkIcl4QVG8ZBGX8Hw7wJeMOH8ozaUtC5gzRNbm5Lh5WnVffmCy2LPnHeOvL7BPYKalYy6gJnxRL7X62XeQeUxoH2TQis/nczi4rQB8riU2XwgMCWZO/hNOwohu2hwnEkEWUFIRb3h5agimYTgbcQ4rp4mIN5B5tIVTNICjibLvmHbvg4xSvriMqS6eiuRi+CLpc8ASBkY7Lyzel5S8UVUVrhKsyUjP+PGRC2UHxJPFxIdVjKqcDCVxcHDQbrdzXrOAXwl3RREz2JYLbplLSqWfGAvvqhHdcjEaI8hAIshCkjLCDjoUk8WIA0BxzzVeMY+rgAq4SEge4ZNsQ7bimPnpQrdtLj1pKQMOA/JEBbLo6qI2bLDiqpb4zjKBxQr+FjBsjsDHAFkOhyYUEABFURYLd+qNmNXLrgwuRtDmEC64MqfjH+GL+kiZWFlIOrJQYzBvRsgj7CiBNCQ+HXj8RJn4rFMOvrhm0RqaMc5SiKQ2m08eO/YZQ1xnn7pgrYB0UiGOaNoC4ZjztTZ7dRxkEe2r8nq9TqcTcUFkOCzp8eUcnJlTHALy7QBvY534ZY2RRhlGtASRRUwfapxFEGIOpgtARKloDgM7sRChBqw8ESN8UZ9CNTUTA683khUCkgU2BDJBpP8IkAVZLC/GIBplBoPBsrKyUIg38U/kKhWQL/jqvPCaOcfcaKhcFb6Q3vImQWRBOlDlZY4oMpjH1E2ngB87ZkYJrEgZ/dkjd4u/1MUCYqESqAcG0M9/Xnv2bNhmo3FUBVMHic4K4SCLpi1QhldC1+u5nGCKosrKygIBIaGP08bJySA4OVWMWMHxS6NBj52W3FRJ5KEV8kR90ywlIPYmiCzAqONwRCZRavCFPFGC83mm1XOWQgEH1Ediz+ZM997YxrOmLZR9Bx7jJ8rIitKxx7AZ3XSiyctx3gBFIFQDWWUEAnRp6Rtnz4Y7OuZ3FHkl9IyfEXfAzvcRTvPjKKpIlCmsr68X09mYVEawpYxtaONURtj9XMkRG6yMGEUGGmmMtICc4yN0zcK5ID0eT35+/sDAwCALfZd68eOYCk5ssiALhwjPmiKkIDAYpniEhGIxhHz4ggwy1SUtOTV8cYGbLeMAqgXJnqYo6qUXXiXzTZme8iu7GIQeJVk0bWGkgUWNucLo9Iyf/poIr5hzhbhcLrdbrNkP+iozlhAjQeEsy6W6fz+HH4QcsTl68rL4MC0FSIRlXHM6nenp6RnRyMzMzIpGW1ub8O+IQRZgAca6nJiie2oPDi3xdoBdEUNet5Hv5IV7RrePX1JwuVynTnnxfmOW3uRK9iE93DHrBkQ6JLOEeQiyqKuri1+6Riz3Ku7tKkaUFsXRk5fV0Ed4Jy06kFzFRDJOba2jAwl0bVLbzMkYnPEw9IyfkaQkT7iQ0Z0ofFG/ZMnC7XZ7PB40S8EaiFJApof4TlSIs5CXs4NHa/NOj8cjcG3iwZYvhKWJmKuRDXrGr2AIhii+mItDSZzrVLje9wIObvGPEDF43ahKkwXdF2WcX1Lw+/02mw2RVdox+D2IM91742QKuyX398bH0c0YkrN4kA2WYw7GK8Vai2Yp9byqHHwxF+GaOLJYQO0DbonTGTXIF3Dboon7EYkUVJ8sZAfMLAIcPnyYYyHyNwqJc4z2PFvz6upzbRsjMx9SRrhAEvmCHJKyn+gbRxPHFyONKMGSRQKcIHyDkSDINjh1dzNvFT3jx1F0MbKVWNZNCCtmzHjYVxLTpZec/tTEgMNwcDsgHMgo3kXKHjW/XD351QvzM690AycZndkkZz8JdlFRmC9CHtXJwmymbTbuPrEJGwJBdYzEHiZlEEUT5ntk8hBEyFaMw4pprhaHopoeKlTmP+XgcrlcLlYsfLTxiJ5rQTjTvXeqa75pkDRfdZ+O7tN9cmJ9a+OTUTN/pVZxg5EMvvB6JRYlUsefyjFuHFWYLIAacN1EMVSaALIQFnnYPq2oG8YIBPLW4DUKgRVAEJw1VDgWesw+Zios2eQHPT3kdDqZVsaQhzFvYV/JZPtuTr6OJAESlCEw23ZL7tv7HmPOvDppwWrLF3xFJJUfX+9WjCwSE5cpQ5HZvz+2MYUtYkSZpqP9dvJEBpEjJbqZKolbLjRQivr1prptUatwliK7H0BPkBgl2pu2QJof3adrPrym+tXV59o2jvY8y5jh3s6nTa8/itgzr1pOMGffUMX4YpZKWPCF2+1WhizE/P44mQKiPyV1MBKfOMwWMaKsnrdcYuQCZfhiMZHF7QAa99Jjp9FNJ7OwwoQPh1SO9jzLdEkQ3qiZ7r3iOzlAv9LTLfk7Xnrw7X2P/WZX1htVWfCg8cATptcfbTzwBPe0C5RKnbyMxtzolitSFGekEY22yMvu4ezkwjkklIbjaZej+Pj0zPubC5WIs1BVoOjoiAoAFSnFkP1sxQ9SeInii8nLKqX0RC3ZlDZwzlJowoduOtFII99coWsWeuw0o1DAm1VZoS+eD/fOBb8T0bSRypoiK1Y0bcElsEJfPP9GVdZHzevCvbqpr14AShKaeU4/FFdBg6h3jTTKqBPBWRh1YADhKi0DA5EhdtoTYrno/XNVCpAFQ5UQ08dIkkzBGGTFgSi+mKX4ym2J5YKrRjRUHlV8pV+PrtRCAcX4y5MsJORWdrp69pnmw2s4lDtfiYwqWNhpHe7VfdS8znNyg3h5kKO0srjwJ3kF3P1+1N2tUC8+SDZjJb8sNrKIqZ5wJvAJh3iJqUFCjnpWeVUye4VpoBZXczlqMQ2UooCDmWBzO6BGYQuOoCb1EY+ZrfHAE4wzH2pVyG4ihzs29HY+/cpLD17sfFrCnSL5QrRjEg2Vx9/RVhlM+NguJEUG6te3Nu8sTGbJQmDb82WjSaqJCEwBRZk/MEYpO/V1gs2vQx5RUsawWcFoHz5AGUGySlhC+YJVlV/8gMgodClqUTKK+kseTVuwNBH64vnf7MpimzMFtsS8bUWSLSCp8npuB1DIEzEVBRxopDFiaoFxzSIvwaS1eWdRUVGSkgWjeQSnfNHSQpMqScw6RexxqnK+44PzRaH+19y5ZwEHumZBV2qxuIH654qXqVYRKxCg2QUEGfJaghArbopvgMH4Fd2DUHefJl0ehOoRshV/++42yWQxF6xV88vVV88+E7kvoncImuyT4WVgVOhLdkz4UMAh3gyH+vW9XS9tLiwM34lXhhJLFiDSi7QJi9z5pIjByIWPOY4YuXvDkFqJQPFYJmapxNgdxJR4U7zhGD3j5xCU4jCtnWvbaLfk4v9yNpfssx/8/L23pKohUJGo+fAazER0n46+cVQCX8gyZi9s9zlJoKeH0E2nJBvcubaN6ws2JUiyIHeaSL5obKRjbn62sZOvTpFIsnDkoVPbabIBhAS+SAgY3W44SVkVjLbARkK3XGiWil89frMqoiOIr74b0xsS9pX0dj4NTlPxCkj8A6JLkyEVkJ4eQmNuUuYNX9SjoXJ0pZYeNstWQ861bUyEgZOvC5bI4IuODtTRgZxO5HAw6YMv7EKk5YKPLEAlIb0wjC9acMoIBGiQHUBSY8gapMbE1zBBDm4HUP92BeNN/n3OoCCvzf20e98rLz3Y2rzz79VrG7Zlm4oeOVBZ8EZVlt2SK+woVW9EmFRxDfR2QKgDyCyFxr0o4EBXjbLrPMYcnpMb1CILcAsNDMTIpZMRDwv04XBEpbHabDSjyLqYbg4CZAHyBZ8+kiSUwQD0KDx7NvJfUgDxetHAgAKsoWyyY/1cMKUMo+ZU196pr1746fqVp1vye7te6u166Y63Rr2tIpk1rhqlsUbIg0Zb6LHTUZrsLIXG3FhZgFr+9NhpdDsQIYjRFrU9pkyyUMRm4fUiny/SB0jSm+XxBUkKWARgqyQdHUIulfcPCJEFyBfCfIH34UKVumUDAnv4pDbh2rAxQfb4iXOM9jyLI685DRYCY7J9Nwg4Nb9cPTsn6SQmxFbyEK6WOO5FI40MvSB8UR/RF/r1yfO7PCc35ObknDlzxk1ATOFSBtLi3CqSIucFWEPgrw4Ht+3zb3W8TPHBJvpvdVHvEo7vUMtSIB3C8xmXQBSdWRfPON2S/8mJ9TRU05QSfDV+IuJ/6e18mp0SloQDDZWjm855KWOWAjkiYUKBIuOTE+vz8/LOnz/vJUBJF1bT4lh9EcQpX4gcnFLGB0bkfJFDBzli5HixMCUlD18Iz4O8LtP09JCCBRR+b3x8tOdZSb2p/169trZg1emWfIjg9pzcwJkVlrxj2CyPINBQORpplBoNqOxQzGYR5/sBieGLjg5ud0l9HXr/AP2BEZ2qpD8w8po5Yma+JglfQJsvJflillK2+uPb+x4b7Xn2HwcLYvs45h43bMv+xll9uiXf9Pqjptcf/ah53RRRwGZRDjTSGGXanLy8UCJJcpEF4pGfSWsIpNn4fPGmsTqdYrPXGYMvcpS8niThC77G33hIUx65SmzHM366fuWPHnuouGBlw7ZshvsTHnz+3lsdf3irz36QlCzOtW0M98bIClscgyNFgEQCy3DCSDqyQAhhjyCMmMC5ephHILoRD/wMe7e0tMSO42APMcVEk4QvYoZviXWsRheYiH/0dj79J4OhuGClqegRx6/WMMji8/feOllf/yeD4U8GQ8cf5oOyev9c9dOCldWvrt7x0oNkkPjiG2ioPEb8uDo5IALjkxPrk44s1AOf2c/pFJvPbtjFLJPDNxIXcC0CEB7OJ4uJNFHRw4cVXHmtjU+CAaJhWzZDE/n8vbeAJjjJIj09LX/NAylmqpA1YrQvjjsHmu8b6Rk/GveiWy402kJGsiajZKEqhE/alhaa05wB5QIlVQOL00OpEiDlDEth0jy+s5SCdVbsltxXf7b279VriwtWjkVbKEim+JPBMH6iDP/V/rv8BuNTV88+kyTeRLUHGiiNUfBdId0QDZRyl/MhKg8sObJAIjR5iBaFsFHZNhF57oYFR2wp43YAjbbEH/s02vPsKy89+I+DBbUFq0iy6LMfxDRxsr5+4sOq75q23Hh7M/z1QGXBggsUd84boPbqVNfeme69d7w14KRQkb+GzULBXeNeaV6SYTPUVZlnCgERhij/sxTJAkmpbiagZQi/QPE8LrUBHCpWIJql4jzTan65+lzbxrWPPxRl3SR0kJP19b1/rpo3ZDT+ZOh/b3ploU0V4V7u+DHKvmOyffe0e9+d8wYZrIGGyhkbmOM1t1jVzzFuB2KqJGiglL5xlJ7xM984I3isjXuxs3yJkgUgfspICYOFGJDSlgTFhFhJMsji98bH//UHD30zJzWQZBFhijmn6Y23Nzdsyy4uWCmpkk3UVhltoaeH4vc4Trv3xfTyjp8om/3yNVFXFXBEiQyx8v1jVF285eKU+NCVWtk9t8nImiVNFgBFgkfZQ3IDiIUGJJJIdeIw+pKLHKM9z/5mV9a5to07XnpwsmsXud++fXdbn/1gxIHatOW7pi2QIfaPgwUyO0LiPaOQwWX2y9funDfc8dbMdEfUEBhhXwn8K+HTZoaZE3o7gK4aua//Sm0MKQAhNEvh5B10pRbddMZ+S0zMNYXTyAIhNYPBki3TTC1IVEkKch4gK1nMfvkaU7afkyn+cbDAVPQIPBOzVXoiB5+uIV4HEeqDzZjPYbOkvpb09JACHEHipjP1yULAsSQRfr9alMFujMgARUVizPgS+VMC7O7zfOP3xscZURJQNWuqa+98sCZBFjWbM8eatoRsCerTl7ARo/scVNMcO63gIo8Loy2pRhZjbnTVCG1pIjM+2qLgbIJnUQ3W8HqZRACxZGwlSLwbhSy9CRGuC48JH58UjccrugebD6+Bvh7Mw9ZXwu4p+/fqtaaiR07W1/fKNVgk50ixMnwI9f65OpXIgh47zbYYo6FydPtbZb8ITnuVdBMxzCIMgWgRyJdfYIQ8wrWYQl88b3r90UmutA4o7R1FGU1bvmva8smJ9YssahNN9i30fZIGxdoXKnI14hEpHHbLJVQ+KA4w6tYlpicrOfiMoxQV42KSQr6YM3xyKvD1rz8qEK/N7gMw2b47fFHP13YwRYckG0SSIFXJIk6A/M+u08OpFyzI4DRecHaywkORQlhKgice+c2qrKmvXmA0Mccjqr5e05Zp977RnmffqMpqPPBEgtpH9utJPVdjCowlShakVQJnmiVefJBEFgJFen2+JKMJEiyHZT2/gABMcePtzRC1Oe3eBwJF6Ivn1SWIgVI07iXr2dEzfpXSwFOUKdDSJIuYpbElDZUoBmsTAjbX7u4kME+IQXTHUD6yuOOtIWUKaFn69r7HVGeKK7XcNi9ZPUQjPZMnfGjci8a9aPIymryM/5vSHSqXIlksuNQQc2DXCZsmuruTyfchHgRfFOQ8UP3qaoYrJNyrIxPGprp2QWt10+uPzqrZvx7162N0HpSSCY4CjkRN6ALA4/FkZ2ebTCaTyXTowEGTyWQ2mwcHB6V+TiqRhZgOPQtCEDJqHacS5vIXX9E9mPG9f+K0VoZ9JTPde++cN1w9+0z1q6tv9DyLaSJ8UY+uGtFIY0zXrOQRMxRadJkZNNKYkKlcGLjd7iUnWaAkEy4WtjJ4Qr96pJHu04W+eL7m1dX5ax4Q8IPaLbm9nU+He+dyOtg9pW+52KwR7tWBziJJEglf1Au73unpIZENymLLKamMpaiGoFhmC/UsnWBJhXYqydA9AISshBo+rprsltzMh76fv+aBrz95Bm8zRinNq2efsf8unyN1goHbAWi9RQ+b7b/Lz1/zADQi+82urOpXV3/UvE6sRCAcTAmY8NE3jsZMBk9d+2VMLFGyQAgNDMQVqYk9r+xuYHziQ7I5LEjGTFypnlmK/vrXYLaItCz+ejc9bKa/3o2GylG/HvXr6a93n2p7t6ioqLNT7MZ77rnn0tLSCgo2HTn0s94/V0FfMkkRnxLiKce9Ao4SdNWYRO3UFcWpU97CwiVJFhgUJc2KwWlZpChe6knOklko2nYDFpPEgJ7xtza/ZqzbptPpnG1/xc+fOuX1+Xwmk6moqEin05WWljqdEgKi/X4/Qsjr9XZ2uimKoiiEJi+jkAeNuUXmxaKhcrFKBH/RMDRUrnASV2KBa2LDIFfF0pUsSEhypvLFYnNGcyV5YQvok5r47w0Gg5s3b9bpdAUFmxwOx395v8zNzV22bJlerweOoCiKoqiysrL4lyZCiB47LYosBkqlCQUTvqh6U9cs3JXpFgs0skBIeuQFJwWwxZOUK2mRYGzfvr20tLS6qiY7OycjI6Ptw5PVVTUFBZvS0tKqq2rC4bDT6XQ4lHBGzlKoX0Rp8mGzHA0i4GDWsFmk0MgCIR5nqrCZky1fMBgnNcKlFhq/rttfUVHh8XhsNltpaWlpaWlWVpbNZsMvcLlcJpPJbrfH+00iKt/EqEMlAi6Xq6BgU15ensVikRGAkORwOl2FKZR1qhLk5YMwBAdMFktBoMA2GkhyjTNCpLX5tR+v/cX1a9fhk9k1B8CWYbFYLBYRbgtOTF6OWQEQhTyyfwIJj8dTUVGRkZFx4cIFRT4wGRAI0MeOfbbUDZwojkpZEHANA3/IgjtEEwDFda5gMGi1Ws1mMwQIhsNhiqI8Hs8fW2wWiwU/H5dWMtIIVXY4ozAUD5GQZJ1Nfvj9yGr9uKioaKmTheKZpol0LiwUwGyuBjO63W6z2WyxWAoKNp05c0ZGn25eQPvykUYyqTR8UR/pcq5BEMeOfVZQsOTVEJUCwEFEh1iMhf6JGqIxS9EzfnrGnyxF61IBmoEToQRmi/h8S0JJ0bAooZEFQglPLQNLR+KMoGNuNHlZO0I1xAmNLBAS0dBQJcpIgJQR1c1YXhyBBg0IoSQki4XS8NVrHcI5Emf+JDtQTA8m6ls1LEIkF1ngarSJj2hSqnwWuFGhPD+nNJFoL8mED+ILhDplatAgAklEFoy61QnuuBO/JpKkhTBnKbqvOLYCMkuhMTd94ygaaUS3XCld/U2DSvB4POvXJ4HrlC9r0+uNVJHDD9Q7mePRRJI6qmKkkde6OUvRN45yJlyHL+rpYTO65dIsoxoAbrc7OzvbEg2bzWa322022x9bbHa73W63+2NtBgXIYmBAbNUZlSQOeT6R5M8BoW8c5e6uMnlZuBVQZMhtwL0IMHJ9xOFwKBkVlspwuVwrIuzcCAAAIABJREFUVqwojAakAlZX1VRUVMADjydG1LxiBk6cS+/3RwaYADCPqHeGS9VEkp8mIujfTkN5SFJGmGuNLVTcYaRxiesjNdW1Op0uLS1tMWV5yEYS2SxiIgHFF1LbPMEJIoEKDZSiMTeapfgqVqN+PRptQSGPpnpoYCOVyCIBiGm2YPc3TnawJAi+XlvoqjGlSzxhUBTl9Xo9Hk9M5VmDJGhkEQWBjLIF8HoqgaigLAGlI/UbXgSDQZfLVVpampeXl5OTk5OTc+bMmYW+qEWFRUUWENCFzRzy9rbfz0EZSV4dTwiCRV9Qvx5dNS4Cw4TT6YSynW43R43fkesjmpEyfiwqslAWYCIB6knhlTYXlEVDn75brsVfAG6WcrvdFovFZDJBUc+cnJysrCwok7HQF5fC0MhiCeDKLnrYvChryQaDQRAZ+i712u12KJNjsVjsdvuP1/4iLS1Nr9d7PB6fz+fz+YLB4EJfb2pjqZAFyAgaUhqBAA3a5eDgIBTOysjIyMjIsFqtdrt9cHAQCnYaDIbS0lIQK2L6/DWIx5IgC2yDWArVMRclGAF7+fn5FRUVOp2usLAQRAmr1WoymcBgMe8E0RzAimJJkAU0DVsKpe4WK0AwBMe2z4f27Hnn0IGDZrN55PoISBOaipEALAmy0LA4QFGUw+GIlO2dkxrq6+s1s2VioJGFhuQGoUpkZ2d/+unnFIX8fn9ZWZnZbK6oqPAlbXvIRQeNLDQkKWw2m9lsLioqcjgcPT3nDAaDxWIZHR1vbX7NYDBATfoFiZ4An3r8ET2Jw+0AmvChycv09BC6HZDtO9fIQkMyoqa61ufzjVwfqa6qgSaGFosFzVJlZWXQiyhhAGrABY0EEqOTsRozTwNndKUWBRxSo/s1stCQjHA4HFar1Wazeb3e0tLSnp5zCKG+S73FxcXnz59P5JVIKqGWdCrRVZOC7Ro1stCQ7AgGg7idem5u7qeffp7Ib5dUuCC5JAuy/KoSjaATQhagMi36KGMNccDv95vNZrPZXF1Vw2gpXFxcvNuwD9ZoMBg8dODgoQMHISjL5ZorLDpLocnLKkWpimQKdq/shQQR5s8rWQyULhBZjDSiWy404Zs3X98OoFsudNUYlbZ0pRaNNKLRFnTLhca99PSQFjmjASHk9Xpx8/Sa6lq/3w8CBURk8rU4bW1+rffPVVNfvSBbtBaD1BMrbgfQQJmobGMp7V0VIwum+YSrrKNSupOqAGtWEt34xYW+S70Gg8FsNh86cLC0tHSAKDdmsVggOpuiqLq6upHrI2azWXhp0sOHa365epIgC7pPp3jXUjHVHpNIrJil0FCFmH0XvqinZ4bFf7DH44EanFarFQpwWq1WGUVD0sRTA5Mphsq5K0QuEKB0sEYWaiAYDKanpx86cNBms1ksloqKivCdqJOtrKwsFAojhHw+n9lsdjgcdrud79MoCtE3jp5r21j96mp0Sb4qLgbgE8FOU+w6Be9p0q2WWQpN+NC4F4250S0XuulEoy1opBFds6ArtVAwkVTZKIrCKXkYdrtdp9OBbmixWPou9aoiWdB9OjTmRgEHW75AV430jaP02Gk07tWsGKmKMTc0IkcDpeiahR47HbMixhT1DZql+i714lQOAF6L8OCPLTb8FqfT6fF47HY7uEK4EfKEe3U1r65ubXxyfo1dsyj1QxcTgAsgCtZiseDCH+np6b/97W/tdntRUVEoFCJfj5P6s7OzrVarOmrISOP8X6DJ/S0Xmrwc53dokAeKopQxDIU8fMU7I9ayq0Y02kKPnY7c68nL6KaTHjaHL0YK+b2ie9D+u/zB/z5x85uvxGRz1NfX+3y+1uadFMW9QCkKoaumcK/uzaqsT06sV0+ySHVs3rwZknHNZrPP56Moyul0WiyWYDC4fPly4IjDhw+bzWaTyQTEbbVaMaFQFIWrkCktWSRZmzwyBwmExiWSe1pWVpaWlpaVlaXX6/fseWfPnnfIY9xkMsWOgASuFyy3JWmca9vYfHhN9aur7b/L//TM+wIab2en2+l0IoTsdvupU/wmgVmq5peP7HjpwdmLKqohqQ5wNlksUTIX9PuY9yjFgvKSRZRYsaCA8gcCNTWTMeROCfj9/p6ec52dbvxfh8NhNptbm3eSmRRut3u3YV9r8044Rlqbd3pObujtfDr0xfNooBQNlKIrtaIaiwgOz8kNptcf/c2urP+z+4e/Nz7+UfO63s6n6T5db+fTn5xY32B8ymAw2Gw2h8PhbPur3W4H3QTsGnCd9fX1DGcqA1PUNzW/fMRuyU22FZgM8Pl8cPfNZrPwNMaEkmSBhsqToRwT9CsSH0jT3R0RN/BQ5DIG56DIp0mC1WrNyclJS0srLCzMzMy875679Hq90+n0er3r1xeCnGmxWDo73RSFKArR00Nj/5+xt+slz8kNrY1PNh544je7sn6zK+vtfY/93vg4Y8Cf3qjK+j+7fwiP4b9v73uM/bjxwBP5ax7A1sepr14417axtfHJ3+zKqn51td2Si0ZbKAqNXB8ZHBzs6Tnn8XjcbrfT6fxji81isUBIRewCNqMtoz3P2i25+WseuNj5EhpPaIhnkiAYDDqdToYNyGKxOByOvku9inyFcnEWSvurZCAQoJVqhh5nAyGKonJzc+GohNghEPjr6+uhrJPT6XS2/dXZ9len08mnvcdZCa64uLioqKiiosJgMGRmZur1ervd7vF4dDrdhQsXnE4nOBro6SGRPnkZY7Tn2XNtG8O9HH8qyHnAWLcN5B1QkaxWq8PhOHXKC1khYu0sIc/ploLly5f9ZleW3ZKLhsqXig4yS/X0nIN0O5ANhSzBSiBZep3GA0mtDxMQ5z84OGixWAwGA55Wj8cDZG+z2SiKgoPU6XSVlpbq9Xqr1cr+EHAZGAwGfK6CRQoKTIq5DKfTuWLFiku9FxnPu1wup9MZ0VRvucTvfHTViG656BtH0VVj/OqJMpaFycvQb+10S/5Hzevoxd4sPhgMdna6calRl8s1cn0kYd+ewrkhFDVvuVRw2O0XrNaP8ejsdIvPg4bSLDabTYxEIHwUONv+6vV64WXYzmcymQoLCyE7m/3VZLQMfjEwlJcdM8Tfl4ybKYbKmdF+EGENPvJrFmlheFdqFWCKMTc0TGptfNL0+qN2Sy7q10sKSUwJBINBu90O4oPNZvN4PAvV1iD1yAIIQhE5or092Nrab7V+vGfPOyUlh2AYjcdJsrBaP4b6jlarVcAA4fV6dxv2cexJflAUZbfbDx04OK+YOJ0ul8vtdttstt2GfViCgMpxcJgUFhbabDbTHEgdlbyLfr8fghTMZjNnNw2RzYfmt/eEiGafsxR942iMz+nXK9PQaLSlt+slMK/goKxFKFbMUnV1dQti+WIj9chCfBZge3sQ04HReBy4YM+ed8zmk/hxQ8NHx4591t4eBEvn2bMRJmKH5WGCh6hkUnbo6TnHcEpJQjAYBFNoT885r9fb03NOQDBR8lQZ95KZO5K1htsBNO6lx05HogPFf1SfDl2pFdvZCIIRifg9enoIpJi39z0GjhWmzHLLldIJR4ODgyAhwkmQPAXKU48sEKvJYGtrv9l80mw+6XRea28PrlixoqTkUGXlkcrKI0bjcbP55LFjnzmd1zCD2O0Xuroo4AUZYRcURcHhj6MVSPNEyoGeHkLjXnTLhUZb0DWLgDEiYsMOeegbR9FQebw2C+iZKLyrx73kF4Uv6tGV2t7Op+2WXNPrj4KRgvfDRxqTKo0gJoLBoCQ1NvFIdrKA8Hs2urtRVxeVnp6elpb2ozV5W7fWvPj8K8uWLWtr85vNJxsaPuITNzilBg0k6Bk/RF7GTwfyRYzbAdKkAgQB/trWxifZAgV7gAsGDZWjgCNpEwv+y/slDoKwWq1JXk80icgCok0ZXmKQEUpKDv2X90vyxaQy4nRea23tJy2UJSWHfL4wJPngbB+/X2saIh2sJuyqUMY1C33jKLrpRGNuNOGjx07jCHG6T/eK7sGM7/1T9aurcVgHhHtAoMfb+x7D8SA4vuP3xsftltzTLfmjPc9GPmfYPP3tGTR5eWE1lL5LvZgdzGaz3W5XKggiAUgisvD5fCaTiXQFQQim14u8Xqqh4SNs5IMY1VOnvE6nq6Hho4aGj6CRxG7DPrALjo6Ox389GgD0jF/BcO/EjKmvXrh69hnPyQ0gjwCzNB9e88mJ9VfPPhOROEYaEyBxDA4OYnYwmUwNDR/19JxL0UMricgCITQ4OIhtAeAC3LPnndbmnQzTmt/v93q9bre7p+fcf3m/HBwc1Hpkq47bgcRIGeqN0Z5ngT5w7Onb+x471faux+Px+/3KShx+vx+cVqklOwgjcWRBUdT27dttNpvNZrPb7dCckn016enpOTk5uw37sD6CS6ppWHhICeJK/hH64vnezqdbm3dCdDleclAr2DkH9xy8LMDz8DLcmRn0iyTxdyqIhEoWhw8fvu+eu/7zP88PDg5C22uTycT2DEGFNSxfdHa6F9+8pzBEhHJF6lwsNBeIH2ionB47jUvjUxQFzmyfzwekAEkrnABv90LlASUSCSWLsrIytr3313X7BeQ0iqJ6es7hCDZgfeg6k5zupSWBK7u4t1y/Hl2z4GRCeuy08rt6oJQeNqNrlkgl15gFrKV+fr9+vj5TyIMmL6PbgZSO2lAQCSULv9+Ptz00tgWTBEVJCNGlKNR3qdflctlsNshBAgbp7HT3XerVbBcJAD3jh4yMqG12pZYj1Hq0RbFtfKUWPCb02Gl67DQac0dG/Fkq4kgK3f52ISY7iQA1OCFgDP8rpwanGhcnFrPU4OBgZ6fbarVWVFTodLply5a12JsX8pIWPcbcHGTBTvcIeRKwkxNBFooks6Q4UiPr1OfzgRUDcplbm3eSsRhQzRHK/jgcDpfLpWkoiUC01MC9nW4HYnavSImhTD5LiiO5XKecsNlspaWlgUCSBuEtaRDZJbxnr7iy9Auz/+fyZSF7lfeVV41JGwOaSKQAWSCEaqprNe9p8mLCRw+beavOJGVAF0fpvdsBFPKggANdNQJ3oGsWNObWrJsYqUEW9fX1yUMWCpbeW1TgOXtVrcQlcwybNQqQgdQgC6fTaTKZGOkhsgE9x7xe5PMhCCeHBwMDkRQSzkYy8Eq+mlpacpoQbgckJbCrK1MkU/u71EJqkAVCqKfnnF6vD4fDsCfhX6g3y9jVsLExC2AKUKOsFnvAlwLjaH5cEpDMGtX79qoRBRyR5K6QB422iCy3FelRAqEWN50o4ECjLfNjpBEGPWxmFigfO73Q05DCUIwsGDtTvKxOtoSDLU3mieKdb7V+DOmnJSWHzOaTdvsFqFiT/EMTOpiYpdC4l1cRwP3QofteyINCHjTuRZOX6ekh+YbGWYU6LS1hKEYWOJecLDzT0PCR1fpxe3sQxH5yxNxjAoXz7PYLkGnK+EYofgWFbZJtQJsS6QEsGjQkCxQjC8be6OqiGCXt8GaG4jT4Xzzwk7j4pd1+4dixz1pb+1tb+6EKFkgT7e1BqGEBL7BaP4b3whelpaXt2dO04OzAGLgqlyZlaEhRqEUWfAMYhDFg58PA+x/+BfowGo8bjcdBlKisPLJnzztQL89sPgmvBE4BQkkGyaK7O8IOoJEpcqs0aFhYJJosGDtqwXe1yG3PsMiQZlTsSZFkqdGgIeWwkGTBGNicwXBkwgPSx4EH7GTyX84PIYvr4Q+B15MbHl6jeTE0aOCEYmQB+5C9qwXEB9if2s7UoCElkNA4Czi0NVldg4ZURMoEZWnQoGFhoZGFBg0aREEjCw0aNIiCYmShQYOGpYDCwsIfr/3Fj9f+orCwsLCwsLS0tIJAdVVNzOasaQ8/9P08WcjKysrJyZH33rS0NHlvzMnJycrKkvfejIwM2V8q+4IzMzNlz5LsW5ORkSH7x8r+0ry8vMzMTHlvvO+euxJ/WxdqAcuepXh+6X333GWxWFqbd+IanGRzD0DMqpxpVqtVnkzicrlkt3hMT0+XJxT5fD6HQ2ahNNnFNTwez6pVq+S912azyaiMCpDd4b2mura0tFTeBcv+0mAwaLPZ5L131apV3d3d8t57+PBheb/U4XCk1gKW/UvjWcAk0mQvjpQjiwWZ63jIQjaPV1ZWyiYL2V9KUZTdbpf33uzsbNlkIfsM0MhCKjTJIjY0yUIMKIqSLVnEQxaaZBETHo8n8+GVmmQhAQsy1zabTXbDq6VDFvGoIUtHsliQ045Emuwb7Ha7Ez/XfZd6nU6nvC+VLUNBjxbZK1J2fwPZt6aurk42Wcj+0oVSQ+IRjWW3Po5nAbtcLnlfuiALmMTCxFnInusFgVJu6oTBarUeOnAwhS548+bNssliQZByCzgFmgzxIeXmWiMLVaGRhapI7QjOpTnXCYPFYtHIQlUszQWskUVsaGShNjSyUBUaWSQOKUcWmhqiNpbmAl4YslixYkUKzbXX633uuedS6IIhpHehr0ICiouLz58/v9BXIQEpt4CLi4tTlSxSrxOEdsFqgkq1smtL84K1FHUNGjSIgkYWGjRoEAWNLDRo0CAKGllo0KBBFDSy0KBBgyhoZKFBgwZR0MhCgwYNoqCRhQYNGkRBIwsNGjSIgkYWGjRoEAUFyMLn8zGKQfl8Pnc0Rq6PMF7AaFLwxsFDjBpNDoejuqomqoDlLFVTXSu7KhmGx+NhR0NTFOV2uz0eD0dg7Czl8XjIsmDBYLCystLtdpOvslgsBoOBjMD3+XzVVTVerzfOC8YYHBx0u92cHxgMBt1uNzldPT3nqqtqyKJ+FEXVVNcy5tnlclVX1YRCIaUukn1VnBXV4LeQs+1wOBgT6PV6q6tqGPNstVr37HlHjcwMiqI8Ho/b7R4dHWf/1ev1MlYO1NQnX+N0Og0GA6MAV11dXfyLVjaCwSCsTMY0yoACZJGdnd3e3k4+s337dkaDk+bmZvgTRVHFxcXwZE5OzvDwMH7Lww99n1wo+fn5aWlpDQ0N+Bmv15uenv6Xv/wlnqv1+/3p6emMvWG1Wu+/9264qmXLlpEroO9Sb3Z2NvxJr9eH70TeuGLFCr1ejy84GAymp6enpaVduHCB/Nj09HT8G+MBRVHkrObl5QUCAfxXl8u1fPnytLS0++65C8+Yz+dLT0/HMw8vS09Pz8jIIOd5+/btmZmZaqRFHT58GF9wQcEmcs4tFgtMV0ZGxpkzZ+BJm82Wnp5OTmB9fX1aWppOpyMvb8W//LPsooECcDgcMIcARtounvzs7JxLvRfhybKysmXLlpEv27x5c1pa2m9/+1v8TN+lXsZdSCSCwWB2dnZmZqZOp2PsJhmQTxYURfl8voqKirS0NAZZ5OfnGwyGQCBAUVQwGAwGg5iP6+rqMjIyzp8/P3J9JDc3t6BgE8w1LJSBgQF42cj1kfT09Izv/RO5UOA1svdeMBiE+mJpaWnkTnO73enp6SaTiaIoiqJMJlNaWlpbWxv8NTc3F3ZmT8+55cuX4zXE2GNOpxP2IZnuuX379qysLEWWdVlZ2X333AVX5fP5srOz8cz4/f7ly5dXV9WE74Tsdnt6ejq+HStWrCD3FUx+WloamQ/OeI1SgCsBZvf5fJkPr6yoqIBvAc46fvw4RVFlZWUZGRnXr11Hc+x2/Phx/CG5ubkZGRnLli3DHM1+jSLw+/3333u3wWAIhUJolgIuw2vgjYOHli1b9umnnweDwfz8/Ly8PPgh8Bsxu1EUBWugsHC+hh3jNQlGWVlZZmYmrHY4uvAWkwH5ZFFWVoZpmEEWy5cv56RSoAD8J4/Hk56eDgcLLAIsNTgcDnjl/ffejU+kOPfeqlWr8AWTp1xlZSXjYzMfXglSA1AAvtMWi+W+e+6C9wJzwSpHCNVU1+bk5FRX1ZALJfPhlYrsQ1iFZrMZfxQQHPDmr+v2P/zQ9/Eveu655/BqLisrI39adna2wWDIysrClDc4OKjG3kMIrVq1qrqqBn+1w+HAU5Gbm4uZjqKo5cuXm0wm+C/JKSADNjc340WC5vZePCueE39ssTHkzeXLl4NOFAwG77/3bnwG/Jf3S8wjjNmD1QIXjE+jyspKhiiXMFAUdf+9d2NpgqJQ5sMr8VTLQLxqCNxRkixAIG9ra3M6nXa7nbRNwJ0mT/VVq1bhxbFixQqsspaVlcF5ThJ8dnY2frFsAA2R12CxWBjVH3Jzc4EsysrKcnJy8DeCSImPd/Lash59+NCBg7Bc4MNhJcWpNAHgo8hJBvqAb2dsS5hkYDHyMf4Qg8HAOBsV33swOXiHkyDnEEAyGvkYri0UCuXm5uIlXlZW9q8/eEjxvdfTc440K8A2A3aGBUNOUW5uLia+7Oxs/Liuri4nJycQCNx/7934vuO1pOwFiwHjqEMIlZW8TK5nqYiXLNjruKfnHAhjDz/0/czMzLS0tKKiIuDsmupaBssWFxfjhbt9+3b8S1asWAG3Kj8/H3YCsFL8ZyDcewF7HgjJcLPZd/r+e+/GC3fFihXwGPbGf/7neUyU+IuUMlhwShYNDQ3wjaQcB5YduCMko9lsNhDTOjvdmEHq6urUMFjAMm1ra8vLywPDhNlsDt+hENcKBvGYlNeAbbdv3w5iWn19PWYQcqOqAbfb/ccW24/X/iIzMxMIor6+/r577mLYL/BCJdlt1apVsB42b94MF8m+O4kEKFNYg0MIvXHwEOO3SILykoXT6VyxYgUhm7nwBmMc1Ch6rvFqhuUOevXhw4dhNcMii3/vsSULDGywwMuRFHYA5DG+fft2YDqLxYL16vz8fHh7TXWtUgYLhFBxcfF999z1l7/8BVwzYHNtaGhgqG+IJdFgRisuLi4qKgqHw3Bswg1Sae+BUHDfPXeZTCa3220wGPCssg1P8GJ4Bn4OLKcV//LPIPEBMw4MDMDeU0RY40NZyctg1jGZTMBulZWVDD6tq6vDxni8nEBiAmHKYrHAoQgHz0IZLMDATF753r3vpKXJLwioPFmwAVYWIAuGy4OULLDsSu49sGtcuHABlO34lzWfZOFyuVatWpWZmUl2yiGFTMDy5ct3G/aRRtlQKPTcc89hJRwvFMwacV4wIBgMPvfcc2BwgY7YIFmAGYgUuEilGs0pdOE7oeXLl2MvD1wwaHlq7D2YZFIUqqurS0tLu37tOvwJOxQQMY3wX9Cr4b5/+unnCCGKQvffe3dzczMcGIorTWz09Jxb8S//DOdEfX09w+VB2s5g/be1tYNDDX4FnHaffvq52WxeKIMFihbTACTNyUAiyCKy+cNhUuAEME62FStWWCyWgoJN88L/LAWrPC8vT5G9xylZHD58+L577jKbzYwgi+LiYuyvwT8W70x8DMJShiex1VaNfQixCcFgEM6xyAk8JzvAaxhyvt1uv//eu9vb28knrVbrsmXL4Ek19h6WBfAzMC3d3d2k7ABgrGDQPhjbDNjNZDKp5OUduT7CCAXCBxtp9wHk5+eTyml2drbJZNLpdKTnDvTooqKihTJYoDmDAGk5Wr++kOGHlgTlbRbs0tJ1dXXAxAwJGVY8uaNAsE9LSyOPStixaWlpiuw9tmThbPsrnzWOlJDZ/0UIrVixAq6NPCrxk4oYLAA2m+3UqflYLKBdoDyGy4PxX9icBQWbyA2Jn1Rv7zGmlBQKSJcHijZyozl2Y5wNoKIqdWCwEZG/ohVkmBzGCcG2nVVWVubk5JARLvB2eHKhDBYAUjRmbzepUF6yYLj6fT7fin/55z17muBGFBcXZ2fn3LhBURQqLi7OysoiDTAgODG2GeeTssGWLNavLywo2HT+/HkvAQh8pCgKuz+DweCqVasYixVidRj6EeeTcWL79u3/+oOHgOP8fj8ZHAFCLyxKj8eD7REYmQ+vJA0xAk8qCPDgwjyPXB/Jzs7GuxGYDsQc8jEA1jTjwMBPqmSwgFVBLtpI6MqcFRNHK0D0IHnYwIJnxOPBBzKeTDzgIDx+/Pjg4GB+fn5OTg653aRCFTUEdkteXh4csEVFRfgS/X4/hJRlZ+dAoAv5RjjxGEZQkEeU2ntsyYKM28PAuwi2X05OzsMPfT87O4ehvwCRMYygsHqU3YeDg4OZD6/MyMgoKipatmwZuOjwX2HLFRYW3nfPXWw5E24HY5tBmIx6xkLGBT/80PfJbVNcXLxs2bKCgk2MAxmwYsUKMHCQT0KYjHoGC0zxIBEUFGzCMwwBhBkZGfAnhhAKW4Aho4EtdgENFhgQHAQB03HOXtzh3rPU4OAgO5/C7XZbLBaz2czuGR0MBq1Wa2vzTjJtAWNwcJChPcKTUUkicYCiKMb3DnKBzHbpu9RrsVhsNhu7Hzp8GvPnz1KMT1AEI9dHbDbboQMHHQ4HO7fF7XabzWbOHIRgMDg4OMh4Czypakn7YDBos9lMJpPdbmdPkcPhMJvNjBQhwMj1Efba4HxSWXg8HpvNZrVa2VcFv6W1eSdn43W+Rct+ckEQDAY503OkQss61aBBFCgKpVq3EIWhkYUGDRpEQSMLDRo0iIJGFho0aBAFjSw0aNAgCslHFip09F3idikNamOJLDDJZAHl51SCy+VyuVzsJ+P/WKcz3g/hA+OTOztjv0XMa9w8s6EU1Ptkp9MZ5yecOuXl+eQFmI3OTrfL5RK4ZcJ3s7NTxctW25fMgGSy8Hg8tetXu9PS1Bj/trLOneZWYzya+dLB7DNqjB9kvqTTdcDQ67/E/zIGflL8a3689hclJYes1o8VH2bzyX/9wcNnzpxRYwUX5Hzv/zmx/nRLPoxP5h7Dg09OrMcP8GvYf+V8QcGaB/5evVaNsfaxh17e+JTx51sVHy9vfOqRh1YXFGzKm0NhYWFeNPAz5J8YL8OfAM8XFhYWFGyKJ9FDBuSQxRd330OnpakxfrWyDqUhOo1WfPxq5W5HXtiRhxQfP177clVVuKoKVVWh8vIp/C9j4CfFv2bDBuuxY591d6OzZzlGd3ePLAN4AAAI90lEQVRk4P8yHrBfjx87ndd0umKV1tkvtz6JLunoPoVHuFf30/Urxxp/8p3io2nLroJVTTt3/MlgkDfeLS/n+1PTzh15eXk6daBqaQ825JCFOz1dIwtOslB2bNhgtVo/5tz5cQ6n89qP176skcV3TVtgxEkWAsP4861P5T0mjwuKioqE/xp/4ThJWBpksWw2Rcni2LHPFGEHhrjhdF4rKnoutcgC9esVJos5pgCyMP58q0pk8aM1ecL7Hz8Zkx0Yz6SAZKGpIeR4NFOnElls3VqrFFmwJYuUIwu6T/fT9Su/sxV/17RFcU2kdnOmgCoRJ1nk5OSwtzp750tiCvhvCpBF6kkWafS6tS+rRBb/tnJ38ksWi4Ysxhp/cuPtzYrbLGo3Z6okWQjbLKSKEgxoZJFikkVS2Sz4rJuLgCymvnpBv+kplQyc6pGF8edbGWQRU6YQ/1+NLDSyiIx168yaZMGWLNQgi10Fq9RWQ2IiphzBRgqQhWazSFrJQqS4oZEFY+g3PpVINYRPWJDKFylAFppkodksBJCKZKGqZCEvzkJA+8CPNbJIMbJQT7LQvCHkUN51SozazZkJiLN48dkX8L8x2SEmZeh0Oi3OQhWy+FFO6pGFJlkkzGaRSAOnVIIQgCZZpJhkoV6chUYWi48s+IggZhQG5181skgxslhAA2dMRynfCzSyIMe3725TTw0Rkxsiww+ikUVKqiG5ObvLy///9q4etm0jCkNDf2GgQ4IAjTy0ENECkZCFlFG43KSh0pKB2cilAPUTUB0KUE0KeeNQ4MZyYzvligziYoTIUBBdzAiorQwBDrUNWFOIZvFNPqCTTXR46JWgbMMiqVpp+CHDkZEfT4/vvnvviY/vr0RhWKIkLN15yFmkZoRL/vAtIYurP7611NqQRROc/58wxPd9v1R640rU796RHgq/Lq9EPVFynig2T3f+k/JXnc4PSypRL5fX/4MS9Xg1+m9zdevnnp8vUeeDu599vL2cEnXpzkfLK1Evl8uJmvREvfl8QTo/TNS2Jw5bK16iTil1Xe/Zs6u+wWUhYIzzF7o0yaCBeckXaWZRjbmuu7z3prxZql62ZHf8BN5/c9F7d+K4ivFvb0/5Z5Y37VV/+U1UNFCIodBDgbcHq/cOzgIFCqwkCrIoUKDAlbBCZLG1tYUQiv7pEg5ZHMuyssgMggCaRyuKAs2ZoZ23KIqKomRJDlFK2+02iNrZ2YmiSNO0arUKZ+KNl9NhMtl99N1DmKFt25VKJX6t7CjfvpWLHuLwfZ+LdRwnF5lRFNm2zTvmdjodropE5+RF4XmeJEmggZOTE8bY2toaSB6NRll0Mp1OQXKj0YDuynAIWcklpSRrtRpc6/Bg/+bNmzCG5ukLXZEQoqpqq9Vyx08S/7UqZBEEQfn2LaAG3/cTfclT4wvp81evXkVR1Ol0MMaMsUV1dxEsywJqI4TUarWzs7ONjS+zcwRgMBjcuHGDk8VwOJzvL50FjLGNjfyt1rZt27ZzFAiM/MF77zx9+hTOyLKcaGSfGoIgAN0MBgPbtmGR5KKTdrsNLeP5/gcWkl3yJdA0DYwEIVQulx8/fhxFEca41+0nLs0Yg4YbfBCHIAg7OzthGEqSlOgXvxJkQSltNpsIIdCs4ziKohiGYVlWxjbf29vTKIqiU9Zutz3PI4RIkvSN8a1pmhnbsvu+Dz2yKaVgCpVPb1uW1ev2z+0Mvigwxpws7t+/b5qmruvnNklPAdCDYRimaebY6Xs4HOq63uv286WMOFcKgmBZlmEY2ZXsui4MgPdd1221WoZhjEYjSmkWyUEQwCIcDAaO41BKBUEwTdMwjHObsOcCx3HAIWo2mxhjIL7BYMC/JnxGVVVFUSqVimmaiqKUy2XgNQCllHtVW1tbCffw+sjilFFKgQs0TXsxfek4DngWtm2bpkkIMU0zDdmfMsYYv9+w80NoMJnsKopCCMEYC0IVApOFQCmllHI+nkx2JUlyXZexSJZl3/eDIBAE4ejoaFHJMGdOjnGy0DTNcRxCCNjBopITl4hO2fb2lOuhWq3mtekNh0OEEGzRGePHOL5/+IiTBVdyrVaLW3lqIIREUTw+PoZNmBCCEMr+/MJsNqvVapVK5fj4+PBgv91u7+3teZ4nCEJe7uf8FWVZPjk5ga1LEISzszMemwBs2wYuQAjxwbkBI5gxeOUc10YWnuf1uv3RaAShI9yhVquV2DHW19cXvW2HB/u9bl/X9YSaTNOMi2o2mymsrd970Ov2J5PdKIqGwyEsucRnLMtKEbEjhHrdPueCOFlw78r3/SyuMkJo3j2RZTkFtV2OMAxlWc6Lg+JkwYEQyui/wOpCCM17r4IgpNhI5sF3eH5G07RcHM9zIQjCeDyGEB6ikkT4w+NE27bBRGGAMW40GjBVxpimaYqizFvF9YchYRi6ruu6rq7rqqoSQkajEaxA7uGnFs65xnEcwzBc1+VLRZKkLBkyzs1weHiwz9d2wvdLhzhZ3Lv3AGwXY5ygvNTC+QxrtVpee12n0wGCBg8ud7KYzWb86w+Hw4xBmSRJB/t/8EOEECxjxhhsy6klc/fB8zxVVX3f57yWbou6IjRNq9c34c5ijOv1zUTuL84RnDUSnNtsNi9KkF0/WXDYtg2+KziZpmmKopgxsWdZVr2+qet6tVo9OjoC9jEMo9VqZcx4y7LMf/sAr7XZbKqqqqpqo9HIvi/FeeGXH79uNBqGYYiimPAM0yEMQ9Bwo9HIMV7AGIuiCDfu+fPf8xIb9yza7baiKLquZ1Ty4cH+h++/yx+dxhi/mL4EndTrmxl/yrFtG6xOFMW9vT3G2N2qZBiGoijz6cYc4ThOqVQCnqKUlkql8XicmFiCLH7+yY5/Wfidodftw7+EE7RCZBEHpTQIgox5JsDrP1/HIwXGWBAEGbObF4EQ8mL6chmSZ7PZZLKb4wOjoIfcnxcOwzAIgoxp6ctBCJlOp8uQDDrJJeNLKSWE/KuHUzaZ7C4vuwmA+fPD+RsRhiFYfnwQtwFKafxx8sQyWVGyKFCgwKqhIIsCBQpcCQVZFChQ4Er4G8ZXrilCeXC4AAAAAElFTkSuQmCC" 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The short range outlook over the next couple of weeks is for a slightly cooler pattern to materialize in the short range (days 1-5/6), transitioning back to a warm pattern around two weeks from now into early February.&amp;nbsp; In addition, the precipitation pattern does not look favorable for the remainder of January into February.&amp;nbsp; The lack of precipitation and elevated temperatures seen in January will have an impact on the Centre-South sugarcane region, and while the market has been looking at a positive physical balance for the 2011/12 crop year, I think that the potential for negative yield impacts for Brazil’s crop in the current and coming crop year (12/13) will add some upside risk to price, even with healthy numbers coming from India and Europe (beet).&amp;nbsp; For the last few months, while many analysts have been advocating &lt;i&gt;decreasing &lt;/i&gt;long positions in sugar, I've viewed this pattern in the C-S as a justification to take the opposite side....the market view might now reflect a &lt;a href="http://www.bloomberg.com/news/2012-01-18/sugar-traders-wager-that-biggest-glut-in-five-years-is-ending-commodities.html" target="_blank"&gt;change in sentiment&lt;/a&gt;.&amp;nbsp;&amp;nbsp;&lt;/div&gt;
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For grains &amp;amp; oilseeds, this is also has the potential to be an unfavorable pattern for the corn and soybean crops.&amp;nbsp; Field reports that I have been receiving have been describing stunted growth for both corn and beans across the C-S (Parana, Rio Grande Do Sul and Sao Paulo states) and even more pronounced negative effects in Argentina (most notably in eastern Cordoba). Weather observations and satellite derived crop indices are supporting these field observations.&amp;nbsp; Beyond sugarcane, my next concern is for Argentina’s soybeans, as the critical flowering stage will likely be curtailed by the current pattern.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-8195322648151268701?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/8195322648151268701/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=8195322648151268701" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/8195322648151268701?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/8195322648151268701?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2012/01/agriculture-outlook.html" title="Agriculture Outlook" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;C08NRn09eip7ImA9WhRVGUU.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-956553931399501498</id><published>2012-01-19T09:04:00.003-05:00</published><updated>2012-01-19T09:04:57.362-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-19T09:04:57.362-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="video" /><category scheme="http://www.blogger.com/atom/ns#" term="ISS" /><category scheme="http://www.blogger.com/atom/ns#" term="storms" /><category scheme="http://www.blogger.com/atom/ns#" term="space" /><category scheme="http://www.blogger.com/atom/ns#" term="Earth" /><category scheme="http://www.blogger.com/atom/ns#" term="science" /><category scheme="http://www.blogger.com/atom/ns#" term="clouds" /><category scheme="http://www.blogger.com/atom/ns#" term="NASA" /><title>Awesome time lapse video from the International Space Station</title><content type="html">&lt;iframe src="http://player.vimeo.com/video/32001208?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="400" height="225" frameborder="0" webkitAllowFullScreen mozallowfullscreen allowFullScreen&gt;&lt;/iframe&gt;&lt;p&gt;&lt;a href="http://vimeo.com/32001208"&gt;Earth | Time Lapse View from Space, Fly Over | NASA, ISS&lt;/a&gt; from &lt;a href="http://vimeo.com/michaelkoenig"&gt;Michael König&lt;/a&gt; on &lt;a href="http://vimeo.com"&gt;Vimeo&lt;/a&gt;.&lt;/p&gt;

worth watching the entire video&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-956553931399501498?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/956553931399501498/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=956553931399501498" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/956553931399501498?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/956553931399501498?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2012/01/awesome-time-lapse-video-from.html" title="Awesome time lapse video from the International Space Station" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CEEARH4-fyp7ImA9WhRVGEs.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-3953937917894127925</id><published>2012-01-17T23:57:00.000-05:00</published><updated>2012-01-17T23:57:25.057-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-17T23:57:25.057-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="climate" /><category scheme="http://www.blogger.com/atom/ns#" term="Ocean" /><category scheme="http://www.blogger.com/atom/ns#" term="fluids" /><category scheme="http://www.blogger.com/atom/ns#" term="AGU" /><category scheme="http://www.blogger.com/atom/ns#" term="science" /><category scheme="http://www.blogger.com/atom/ns#" term="plasma" /><category scheme="http://www.blogger.com/atom/ns#" term="physics" /><title>Princeton Plasma Physics Lab Spring Colloquia</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;table bgcolor="white" border="1" cellpadding="5" cellspacing="1" style="width: 525px;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;January 17, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;span style="color: red;"&gt;
      &lt;b&gt;** PLEASE NOTE: Tuesday **&lt;/b&gt;
     &lt;/span&gt;
     &lt;br /&gt;
&lt;b&gt;Solar Probe Plus Spacecraft&lt;/b&gt;&lt;br /&gt;
Dr. Justin C. Kasper&lt;br /&gt;
&lt;i&gt;Harvard University&lt;/i&gt;

    
     
    

    
     &lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.pppl.gov/polDoc.cfm?Doc_Id=1061"&gt;&lt;b&gt;View Abstract&lt;/b&gt;&lt;/a&gt;
    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;January 25, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Micro-Plasmas and Nanotechnology&lt;/b&gt;&lt;br /&gt;
Dr. Mohan Sankaran&lt;br /&gt;
&lt;i&gt;Case Western Reserve University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;February 01, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Machine Learning, Reasoning, and Natural Language Processing&lt;/b&gt;&lt;br /&gt;
Professor Dan Roth&lt;br /&gt;
&lt;i&gt;University of Illinois - Urbana-Champaign

    
     
    

    

    

    &lt;br /&gt;&lt;br /&gt;
   &lt;/i&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;February 10, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;span style="color: red;"&gt;
      &lt;b&gt;** PLEASE NOTE: Friday **&lt;/b&gt;
     &lt;/span&gt;
     &lt;br /&gt;
&lt;b&gt;Imaging the Antikythera Mechanism&lt;/b&gt;&lt;br /&gt;
Dr. Tom Malzbender&lt;br /&gt;
&lt;i&gt;Hewlett Packard&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;February 15, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;A Slightly Longer History of E=mc&lt;sup&gt;2&lt;/sup&gt;&lt;br /&gt; or How I Came to Hate 4/3&lt;/b&gt;&lt;br /&gt;
Dr. Tony Rothman&lt;br /&gt;
&lt;i&gt;Princeton University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;February 22, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Web 3.0 Emerging&lt;/b&gt;&lt;br /&gt;
Professor James Hendler&lt;br /&gt;
&lt;i&gt;Rensselaer Polytechnic Institute&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;February 29, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;TBA&lt;/b&gt;&lt;br /&gt;
Professor Bart Selman&lt;br /&gt;
&lt;i&gt;Cornell University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;March 07, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;TBA&lt;/b&gt;&lt;br /&gt;
Professor Sarbani Basu&lt;br /&gt;
&lt;i&gt;Yale University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;March 14, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;TBA&lt;/b&gt;&lt;br /&gt;
Professor Stephen Stearns&lt;br /&gt;
&lt;i&gt;Yale University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;March 21, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Collapse of the Honey Bee Population Around the Globe&lt;/b&gt;&lt;br /&gt;
Professor Marla Spivak&lt;br /&gt;
&lt;i&gt;University of Minnesota&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;March 28, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Ecological Lessons Learned 30 Years After Mount Saint Helens&lt;/b&gt;&lt;br /&gt;
Dr. Virginia Dale&lt;br /&gt;
&lt;i&gt;Oak Ridge National Laboratory&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;April 04, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Stellarator Development&lt;/b&gt;&lt;br /&gt;
Dr. David Gates&lt;br /&gt;
&lt;i&gt;Princeton University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;April 11, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;DHS Critical Infrastructure Protection Program&lt;/b&gt;&lt;br /&gt;
Dr. Mitchell Erickson&lt;br /&gt;
&lt;i&gt;Department of Homeland Security&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;April 18, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;The Interior of Planets&lt;/b&gt;&lt;br /&gt;
Professor Sabine Stanley&lt;br /&gt;
&lt;i&gt;University of Toronto&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;April 25, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Soft Materials for Microelectricomechanical Systems&lt;/b&gt;&lt;br /&gt;
Dr. John Rogers&lt;br /&gt;
&lt;i&gt;University of Illinois&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;May 09, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Z-Machine&lt;/b&gt;&lt;br /&gt;
Mark Herrmann&lt;br /&gt;
&lt;i&gt;Sandia National Laboratory&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;May 16, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Technical Challenges of Nuclear Disarmament Verification&lt;/b&gt;&lt;br /&gt;
Dr. Alexander Glaser&lt;br /&gt;
&lt;i&gt;Princeton University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;May 23, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;Ocean Robotic Networks&lt;/b&gt;&lt;br /&gt;
Dr. Oscar Schofield&lt;br /&gt;
&lt;i&gt;Rutgers University&lt;i&gt;

    
     
    

    

    

    &lt;br /&gt;&lt;br /&gt;
   &lt;/i&gt;&lt;/i&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
   &lt;td bgcolor="white" style="width: 33%;" valign="top"&gt;&lt;b&gt;May 30, 2012&lt;/b&gt;
   &lt;/td&gt;

   &lt;td&gt;&lt;b&gt;TBA&lt;/b&gt;&lt;br /&gt;
Dr. James Stone&lt;br /&gt;
&lt;i&gt;Princeton University&lt;/i&gt;

    
     
    

    

    

    &lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class="c25"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-3953937917894127925?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/3953937917894127925/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=3953937917894127925" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3953937917894127925?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3953937917894127925?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2012/01/princeton-plasma-physics-lab-spring.html" title="Princeton Plasma Physics Lab Spring Colloquia" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;DUUFSX89fCp7ImA9WhRWF04.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-1736834101458179800</id><published>2012-01-04T23:19:00.001-05:00</published><updated>2012-01-04T23:20:18.164-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-04T23:20:18.164-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Rutgers" /><category scheme="http://www.blogger.com/atom/ns#" term="Origins" /><category scheme="http://www.blogger.com/atom/ns#" term="Darwin" /><category scheme="http://www.blogger.com/atom/ns#" term="evolution" /><title>Rutgers Journal Club in Evolution focusing on Darwin this spring</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div style="text-align: left;"&gt;
&amp;nbsp;The Rutgers Journal Club in Evolution is focusing on Darwin this spring:&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-b6hK8LyCvLI/TwUkuTcO4EI/AAAAAAAAAgA/wW2wmdzKA1A/s1600/OoS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="138" src="http://3.bp.blogspot.com/-b6hK8LyCvLI/TwUkuTcO4EI/AAAAAAAAAgA/wW2wmdzKA1A/s400/OoS.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Please join us and read:&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Darwin's The Origin of Species&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;
in Journal Club in Evolution Spring 2012&lt;br /&gt;
on Tuesdays 9:15-10:35, 145 ENR, Cook Campus&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;
We will read and discuss one chapter a week, paired with a modern&lt;br /&gt;
research paper that addresses similar questions in evolution.&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;
The Origin of Species is available for free online, and the modern&lt;br /&gt;
paper will be posted on the Rutgers’ Evolution Mailing List&lt;br /&gt;
(subscribe at https://email.rutgers.edu/mailman/listinfo/evolution_ru).&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;u&gt;&lt;br /&gt;Preliminary schedule and what to read&lt;/u&gt;&lt;br /&gt;
Jan 17: Introduction, Chapter 1 - Variation under Domestication&lt;br /&gt;
Jan 24: Chapter 2 - Variation under Nature&lt;br /&gt;
Jan 31: Chapter 3 - Struggle for Existence&lt;br /&gt;
Feb 7: Chapter 4 - Natural Selection&lt;br /&gt;
Feb 14: Chapter 5 - Laws of Variation&lt;br /&gt;
Feb 21: Chapter 6 - Difficulties on Theory&lt;br /&gt;
Feb 28: Chapter 7 - Instinct&lt;br /&gt;
March 6: Chapter 8 - Hybridism&lt;br /&gt;
March 20: Chapter 9 - On the Imperfection of the Geological Record&lt;br /&gt;
March 27: Chapter 10 - On the Geological Succession of Organic Beings&lt;br /&gt;
April 3: Chapter 11 - Geographical Distribution&lt;br /&gt;
April 10: Chapter 12 - Geographical Distribution /continued&lt;br /&gt;
April 17: Chapter 13 - Mutual Affinities of Organic Beings&lt;br /&gt;
April 24: Chapter 14 - Recapitulation and Conclusion&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;
For questions, contact Lena Struwe &amp;amp; Siobain Duffy&lt;br /&gt;
struwe@aesop.rutgers.edu / duffy@aesop.rutgers.edu&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Link to flyer &lt;a href="https://email.rutgers.edu/pipermail/evolution_ru/attachments/20120104/8b9d5183/JClub2012flyer.pdf" target="_blank"&gt;&lt;i&gt;&lt;b&gt;here&lt;/b&gt;&lt;/i&gt;&lt;/a&gt;.&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-1736834101458179800?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/1736834101458179800/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=1736834101458179800" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/1736834101458179800?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/1736834101458179800?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2012/01/rutgers-journal-club-in-evolution-is.html" title="Rutgers Journal Club in Evolution focusing on Darwin this spring" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-b6hK8LyCvLI/TwUkuTcO4EI/AAAAAAAAAgA/wW2wmdzKA1A/s72-c/OoS.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;A0IHQns_fip7ImA9WhRWEU4.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-8315928477853733652</id><published>2011-12-29T01:18:00.003-05:00</published><updated>2011-12-29T01:18:53.546-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-29T01:18:53.546-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="grains" /><category scheme="http://www.blogger.com/atom/ns#" term="feed" /><category scheme="http://www.blogger.com/atom/ns#" term="FAO" /><category scheme="http://www.blogger.com/atom/ns#" term="agriculture" /><title>Feed issues in 2012 brewing?</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
The chart below (with data compiled from &lt;a href="http://www.fao.org/" target="_blank"&gt;FAO&lt;/a&gt;)
 shows the global Stocks-to-Use ratio for cereals, and it is 
particularly noteworthy to pay attention to the 2011/12 S-U for coarse 
grains.&amp;nbsp; While the production estimates favor higher output in major origins, with protein demand on the increase, low carryover may lead to supply problems beyond 2Q12.&amp;nbsp; Worth keeping an eye on as we get into the new year.&lt;br /&gt;&lt;br /&gt;
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&lt;a href="http://2.bp.blogspot.com/-rjn3t_JFbw4/TvwFHjOTlDI/AAAAAAAAAf0/GC4M8ZoMYjk/s1600/Cereal+S-U.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://2.bp.blogspot.com/-rjn3t_JFbw4/TvwFHjOTlDI/AAAAAAAAAf0/GC4M8ZoMYjk/s400/Cereal+S-U.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-8315928477853733652?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/8315928477853733652/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=8315928477853733652" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/8315928477853733652?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/8315928477853733652?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/feed-issues-in-2012-brewing.html" title="Feed issues in 2012 brewing?" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-rjn3t_JFbw4/TvwFHjOTlDI/AAAAAAAAAf0/GC4M8ZoMYjk/s72-c/Cereal+S-U.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CEcFRHc8fip7ImA9WhRXFU8.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-818508208640250120</id><published>2011-12-21T21:46:00.004-05:00</published><updated>2011-12-21T21:46:55.976-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-21T21:46:55.976-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="radar" /><category scheme="http://www.blogger.com/atom/ns#" term="weather" /><title>December T-Storms</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
A nice line of thunderstorms just pushed through the Lehigh Valley.&lt;br /&gt;
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&lt;a href="http://3.bp.blogspot.com/-wgRuizcF8dI/TvKZpR3pduI/AAAAAAAAAfQ/yuZA9IQDvoc/s1600/Picture+3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="257" src="http://3.bp.blogspot.com/-wgRuizcF8dI/TvKZpR3pduI/AAAAAAAAAfQ/yuZA9IQDvoc/s400/Picture+3.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-818508208640250120?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/818508208640250120/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=818508208640250120" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/818508208640250120?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/818508208640250120?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/december-t-storms.html" title="December T-Storms" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-wgRuizcF8dI/TvKZpR3pduI/AAAAAAAAAfQ/yuZA9IQDvoc/s72-c/Picture+3.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CkQAR386eCp7ImA9WhRXFEw.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-5957471679029057286</id><published>2011-12-20T14:44:00.002-05:00</published><updated>2011-12-20T14:45:46.110-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-20T14:45:46.110-05:00</app:edited><title>Dark Knight Rises Trailer</title><content type="html">Turn volume very loud when watching.

&lt;div&gt;&lt;iframe frameborder="0" width="576" height="324" src="http://d.yimg.com/nl/movies/site/player.html#vid=27648275"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-5957471679029057286?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/5957471679029057286/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=5957471679029057286" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5957471679029057286?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5957471679029057286?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/dark-knight-rises-preview.html" title="Dark Knight Rises Trailer" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;DkcFRX07eip7ImA9WhRXEEg.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-5324039213878578457</id><published>2011-12-16T11:46:00.002-05:00</published><updated>2011-12-16T11:46:54.302-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-16T11:46:54.302-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Rutgers" /><category scheme="http://www.blogger.com/atom/ns#" term="Ocean" /><category scheme="http://www.blogger.com/atom/ns#" term="oceanography" /><category scheme="http://www.blogger.com/atom/ns#" term="IMCS" /><category scheme="http://www.blogger.com/atom/ns#" term="Slocum" /><category scheme="http://www.blogger.com/atom/ns#" term="Glider" /><category scheme="http://www.blogger.com/atom/ns#" term="AUV" /><title>Nice description of the Rutgers Slocum Glider</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;&lt;/div&gt;

&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/eSDRiJgWxos" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-5324039213878578457?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/5324039213878578457/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=5324039213878578457" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5324039213878578457?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5324039213878578457?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/nice-description-of-rutgers-slocum.html" title="Nice description of the Rutgers Slocum Glider" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/eSDRiJgWxos/default.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;DkQGQXs5cSp7ImA9WhRQGUw.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-1724265880353135750</id><published>2011-12-14T20:58:00.002-05:00</published><updated>2011-12-14T20:58:40.529-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-14T20:58:40.529-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Rutgers" /><category scheme="http://www.blogger.com/atom/ns#" term="biology" /><category scheme="http://www.blogger.com/atom/ns#" term="Cook" /><category scheme="http://www.blogger.com/atom/ns#" term="evolution" /><title>Rutgers Evolution Journal Club</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-Cy8QJDflh4w/TulT-IjBxUI/AAAAAAAAAfA/BaAwyRpULi4/s1600/charles.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://4.bp.blogspot.com/-Cy8QJDflh4w/TulT-IjBxUI/AAAAAAAAAfA/BaAwyRpULi4/s400/charles.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
The Spring 2012 Cook Evolution Journal Club (AKA 16:215:550 Advanced 
Evolution) will be held Tuesdays 9:15-10:35 in the ENR 145 conference 
room. Lena Struwe (&lt;a href="mailto:struwe@aesop.rutgers.edu"&gt;struwe@aesop.rutgers.edu&lt;/a&gt;) and Siobain Duffy (&lt;a href="mailto:duffy@aesop.rutgers.edu"&gt;duffy@aesop.rutgers.edu&lt;/a&gt;) will be coordinating the class this semester.&lt;br /&gt;
&lt;br /&gt;
Below is a reprint of the description of the course, and a list of what 
chapters from On the Origin of Species we will be discussing each day. &amp;nbsp;
 At the first session we will discuss Chapter 1, and we'll divvy up the 
remaining 13 weeks among members of the course and interested other 
parties. &amp;nbsp;Each chapter will then be paired with a modern (no earlier 
than 2002) paper on the topic, chosen by the person taking the lead on 
that chapter.&lt;br /&gt;
&lt;br /&gt;
We are not picking an official edition of OOS -- as long as you have an unabridged version, any edition should be fine.&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
We will read one chapter a week, paired with a modern (less than 10 
years old) research paper that addresses similar questions in evolution,
 but of course with 150 years of methodological progress since Darwin's 
thoughts of the 1850s. We think this will provide both a better of 
evolutionary thinking over the ages, interesting contrasts depending on 
available methodology and knowledge.&lt;br /&gt;
&lt;br /&gt;
This is an preliminary outline for Spring 2012, with one chapter from 
Origin of Species per week, and suggested associated evolutionary 
topics.&lt;br /&gt;
&lt;br /&gt;
1/17: Chapter 1 - Variation Under Domestication&lt;br /&gt;
&lt;br /&gt;
1/24: Chapter 2 - Variation Under Nature - Species boundaries, What is a species?, Subspecies, Varieties, Classification.&lt;br /&gt;
&lt;br /&gt;
1/31: Chapter 3 - Struggle for Existence - Competition over resources, invasive species, climate change&lt;br /&gt;
&lt;br /&gt;
2/7: Chapter 4 - Natural Selection - natural selection, sexual selection, speciation, extinction&lt;br /&gt;
&lt;br /&gt;
2/14: Chapter 5 - Laws of Variation - population genetics, DNA, 
evolution of the eye and wings, acclimatisation, reversal of characters&lt;br /&gt;
&lt;br /&gt;
2/21: Chapter 6 - Difficulties on Theory- lack of transitional fossils, 
imperfect organs, perfectly adapted organs, misclassified organisms&lt;br /&gt;
&lt;br /&gt;
2/28: Chapter 7 - Instinct - evolution of behavior, migration, learning, parasitism, slave-making ants&lt;br /&gt;
&lt;br /&gt;
3/6: Chapter 8 - Hybridism - hybrid speciation in plants and animals, hybrid sterility, hybrid vigor&lt;br /&gt;&amp;nbsp;&lt;br /&gt;
3/20: Chapter 9 - On the Imperfection of the Geological Record - 
&amp;nbsp;missing links, time frames, sudden arrival of fossils in Cambrium&lt;br /&gt;
&lt;br /&gt;
3/27: Chapter 10 - On The Geological Succession of Organic Beings - 
evolution is slow (or maybe not!), extinction is forever, parallel 
evolution, evolutionary rate changes, molecular clocks&lt;br /&gt;
&lt;br /&gt;
4/3: Chapter 11 - Geographical Distribution- biogeography, present 
distributions part of evolutionary past, barriers, dispersal of 
organisms, vicariance, spatial patterns&lt;br /&gt;
&lt;br /&gt;
4/10: Chapter 12 - Geographical Distribution /continued &amp;nbsp;- island biogeography, etc.&lt;br /&gt;
&lt;br /&gt;
4/17: Chapter 13 - Mutual Affinities of Organic Beings: Morphology: 
Embryology: Rudimentary Organs - natural classifications, analogous and 
adaptive characters, ontogeny, loss of organs (eyes, color, etc.)&lt;br /&gt;
&lt;br /&gt;
4/24: Chapter 14 - Recapitulation and Conclusion &amp;nbsp;- the standing of 
evolutionary understanding today, evolution in the classroom, 
creationism&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-1724265880353135750?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/1724265880353135750/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=1724265880353135750" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/1724265880353135750?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/1724265880353135750?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/rutgers-evolution-journal-club.html" title="Rutgers Evolution Journal Club" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-Cy8QJDflh4w/TulT-IjBxUI/AAAAAAAAAfA/BaAwyRpULi4/s72-c/charles.JPG" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CE4ESHg6fSp7ImA9WhRQGEQ.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-5884687015500550686</id><published>2011-12-14T15:01:00.002-05:00</published><updated>2011-12-14T15:01:49.615-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-14T15:01:49.615-05:00</app:edited><title /><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Home of the Hubble Program Management Office&lt;br /&gt;
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&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-5884687015500550686?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/5884687015500550686/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=5884687015500550686" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5884687015500550686?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5884687015500550686?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/home-of-hubble-program-management.html" title="" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-oQOQNatXRnA/TukAhUT6BAI/AAAAAAAAAe4/ZzCqWfUQLsg/s72-c/IMG-20111214-00112.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CkEAQXw-cCp7ImA9WhRQF0Q.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-6986995380973606435</id><published>2011-12-13T10:36:00.001-05:00</published><updated>2011-12-13T10:37:20.258-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-13T10:37:20.258-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Rutgers" /><category scheme="http://www.blogger.com/atom/ns#" term="Ocean" /><category scheme="http://www.blogger.com/atom/ns#" term="paleoclimate" /><category scheme="http://www.blogger.com/atom/ns#" term="circulation" /><title>Rutgers seminar today</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;b&gt;IMCS Seminar&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Presenter
Dr. Gema Martinez Mendez
MARUM – Zentrum für Marine Umweltwissenschaften, Universität Bremen&lt;br /&gt;
&lt;br /&gt;
Title:&amp;nbsp;
Paleorecords from the "Warm Water Route" of the Global Ocean Circulation 
and Perspectives into the "Cold Water Route"&lt;br /&gt;
&lt;br /&gt;
Tuesday, December 13th, 2011
11:00 AM
Alampi Room
71 Dudley Road
Cook Campus&lt;br /&gt;
&lt;br /&gt;
Abstract&lt;br /&gt;
The Atlantic Ocean exports waters at depth to the rest of the ocean basins. This water lost should be compensated by an entering of waters at other isopycnal levels. There are two main routes of reentering of waters into the Atlantic Basin, the so called “Cold Water” and “Warm Water” routes. The names respond to the characteristics of the waters that are transferred. The “Cold Water Route” is formed by the entering of cold, fresh waters from the Pacific to the Atlantic through the Drake Passage while the “Warm Water Route” transfers warm, saline surface and upper thermocline waters from the Indian into the Atlantic by virtue of Agulhas Rings and Filaments (e.g. Gordon, 2003). Gordon et al. (1992) suggested that the shedding of Agulhas Rings and Filaments causes a salinity anomaly in the South Atlantic thermocline that is of significance for the mode and vigor of North Atlantic Deep Water (NADW) formation in the high latitudes of the North Atlantic. Hence this Indian-Atlantic connection plays a significant role in global climate.

In this talk I will first present surface and deep paleorecords generated from two sediment cores located in the gateway between the Indian and Atlantic Ocean that allow inferences about changes in the “Warm Water Route” through the last 345 ka. The study of these records has stimulated further questions about the Global Ocean Circulation and the importance of the different compensation routes of NADW export and I will subsequently also guide you through the exciting field of investigation of the “Cold Water Route”.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-6986995380973606435?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/6986995380973606435/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=6986995380973606435" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6986995380973606435?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6986995380973606435?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/rutgers-seminar-today.html" title="Rutgers seminar today" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CkADSH06cCp7ImA9WhRQFEk.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-3840381546771099850</id><published>2011-12-09T09:23:00.001-05:00</published><updated>2011-12-09T09:26:19.318-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-09T09:26:19.318-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="lightning" /><category scheme="http://www.blogger.com/atom/ns#" term="atmosphere" /><category scheme="http://www.blogger.com/atom/ns#" term="physics" /><title>Sprite video</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Sprite captured on video&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;embed base="http://admin.brightcove.com" bgcolor="#FFFFFF" flashvars="videoId=1312955576001&amp;amp;linkBaseURL=http%3A%2F%2Fwww.livescience.com%2Fvideo&amp;amp;playerId=1417334557&amp;amp;viewerSecureGatewayURL=https://console.brightcove.com/services/amfgateway&amp;amp;servicesURL=http://services.brightcove.com/services&amp;amp;cdnURL=http://admin.brightcove.com&amp;amp;domain=embed&amp;amp;autoStart=false&amp;amp;" height="412" name="flashObj" pluginspage="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash" seamlesstabbing="false" src="http://c.brightcove.com/services/viewer/federated_f8/1417334557" swliveconnect="true" type="application/x-shockwave-flash" width="486"&gt;&lt;/embed&gt;

&lt;/div&gt;




from Physorg.com&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-3840381546771099850?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/3840381546771099850/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=3840381546771099850" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3840381546771099850?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3840381546771099850?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/sprite-video.html" title="Sprite video" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;A0QGQ3k4cSp7ImA9WhRRGEg.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-2972306343128440427</id><published>2011-12-02T15:52:00.001-05:00</published><updated>2011-12-02T15:55:22.739-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-02T15:55:22.739-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="climate" /><category scheme="http://www.blogger.com/atom/ns#" term="impacts" /><category scheme="http://www.blogger.com/atom/ns#" term="weather" /><category scheme="http://www.blogger.com/atom/ns#" term="science" /><category scheme="http://www.blogger.com/atom/ns#" term="AMS" /><title>AMS Impacts session</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-2LyJNvhYzzk/Ttk6mKAb9fI/AAAAAAAAAew/8ZfRLxw7Z-g/s1600/Picture+3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-2LyJNvhYzzk/Ttk6mKAb9fI/AAAAAAAAAew/8ZfRLxw7Z-g/s320/Picture+3.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
I'll be moderating this Impacts session at the AMS conference in January.&amp;nbsp; Visit the &lt;a href="http://ams.confex.com/ams/92Annual/webprogram/"&gt;conference website&lt;/a&gt; for the entire program.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-2972306343128440427?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/2972306343128440427/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=2972306343128440427" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2972306343128440427?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2972306343128440427?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/12/ams-impacts-session.html" title="AMS Impacts session" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-2LyJNvhYzzk/Ttk6mKAb9fI/AAAAAAAAAew/8ZfRLxw7Z-g/s72-c/Picture+3.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CUUGRnw4eyp7ImA9WhRTGUk.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-2312015964223837686</id><published>2011-11-10T11:38:00.001-05:00</published><updated>2011-11-10T11:40:27.233-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-10T11:40:27.233-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="research" /><category scheme="http://www.blogger.com/atom/ns#" term="space" /><category scheme="http://www.blogger.com/atom/ns#" term="curiosity" /><category scheme="http://www.blogger.com/atom/ns#" term="science" /><title>Curiosity - the Mars Science Laboratory</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a href="http://www.space.com/78-curiosity-mars-science-laboratory.html"&gt;
&lt;img src="http://www.space.com/images/i/430/i02/100330-MSL-overview-02.jpg?1289949012" alt="The Mars rover tool Curiosity will perform numerous scientific experiments of the red planet." width="575" border="1"/&gt;&lt;/a&gt;&lt;br /&gt; Source &lt;a href="http://www.space.com"&gt;Space.com: All about our solar system, outer space and exploration&lt;/a&gt;



via &lt;a href="http://www.space.com/78-curiosity-mars-science-laboratory.html?utm_content=SPACEdotcom&amp;utm_source=@SPACEdotcom&amp;utm_medium=twitter"&gt;Space.com&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-2312015964223837686?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/2312015964223837686/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=2312015964223837686" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2312015964223837686?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2312015964223837686?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/11/curiosity-mars-science-laboratory.html" title="Curiosity - the Mars Science Laboratory" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CkQEQH0yfyp7ImA9WhRTGEk.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-3527069246867837796</id><published>2011-11-09T07:05:00.000-05:00</published><updated>2011-11-09T07:05:01.397-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-09T07:05:01.397-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="postdoc" /><category scheme="http://www.blogger.com/atom/ns#" term="cognition" /><category scheme="http://www.blogger.com/atom/ns#" term="evolution" /><title>Postdoc: Evolution of Cognition</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Postdoc - Evolution of Cognition&lt;br /&gt;From the Evolution Directory (&lt;a href="http://evol.mcmaster.ca/evoldir.html"&gt;EvolDir&lt;/a&gt;) via &lt;a href="http://twitter.com/evoldir"&gt;Twitter&lt;/a&gt;.&lt;br /&gt;

&lt;hr /&gt;

&lt;br /&gt;
&lt;br /&gt;
Post-doctoral position: Evolution of cognition&lt;br /&gt;
&lt;br /&gt;
University of St Andrews, Schools of Biology &amp;amp; Psychology&lt;br /&gt;
&lt;br /&gt;
Research Fellow - Reference: JC1087&lt;br /&gt;
&lt;br /&gt;
You will join a 3-year BBSRC-funded project exploring the role that 
cognition plays in nest building by birds, including which parts of the 
brain control nest building.  This will be done using a multi-stranded 
approach incorporating both field and laboratory experiments and two 
'model' systems: weaver birds and zebra finches.  This project offers 
the exciting opportunity to address several questions. For instance, why
 does 'complex' cognition evolve? Can 'complex' cognition be quantified?
 Why does tool manufacture and use evolve?&lt;br /&gt;
&lt;br /&gt;
You will be a highly motivated individual with an interest in brain and 
behaviour in non-human animals.  You will have a PhD in biology, 
psychology or neuroscience and relevant experience.&lt;br /&gt;
&lt;br /&gt;
Salary: £29,972 - £30,870 per annum&lt;br /&gt;
&lt;br /&gt;
Potential applicants are encouraged to contact Dr Sue Healy (susan.healy[at]st-andrews.ac.uk) for further information.&lt;br /&gt;
&lt;br /&gt;
The post is available for 36 months starting January 2012.&lt;br /&gt;
&lt;br /&gt;
Closing Date: 2 December 2011&lt;br /&gt;
Interview Date: 9 December 2011&lt;br /&gt;
&lt;br /&gt;
We encourage applicants to apply online at &lt;a href="http://bioguid.info/services/evoldir/www.vacancies.st-andrews.ac.uk/welcome.aspx"&gt;www.vacancies.st-andrews.ac.uk/welcome.aspx&lt;/a&gt;, however if you are unable to do this, please call +44 (0)1334 462571 for an application pack.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
************************************&lt;br /&gt;
Dr David M Shuker&lt;br /&gt;
NERC Advanced Research Fellow&lt;br /&gt;
School of Biology&lt;br /&gt;
University of St Andrews&lt;br /&gt;
Harold Mitchell Building&lt;br /&gt;
St Andrews&lt;br /&gt;
Fife KY16 9TH&lt;br /&gt;
UK&lt;br /&gt;
Email: david.shuker[at]st-andrews.ac.uk&lt;br /&gt;
&lt;br /&gt;
LAB WEBSITE: &lt;a href="http://biology.st-andrews.ac.uk/shuker"&gt;http://biology.st-andrews.ac.uk/shuker&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-3527069246867837796?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/3527069246867837796/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=3527069246867837796" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3527069246867837796?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3527069246867837796?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/11/postdoc-evolution-of-cognition.html" title="Postdoc: Evolution of Cognition" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;DkIBRHw5fip7ImA9WhRTE0g.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-6036314183775319510</id><published>2011-11-03T16:09:00.000-05:00</published><updated>2011-11-03T16:09:15.226-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-03T16:09:15.226-05:00</app:edited><title>Next week's RoadMap Conference</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
GigaOM founder Om Malik on the upcoming RoadMap conference&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;script src="http://player.ooyala.com/player.js?embedCode=JmMHV3MjoipFeUGtgI2fk6Cl9-alBfDn&amp;amp;deepLinkEmbedCode=JmMHV3MjoipFeUGtgI2fk6Cl9-alBfDn&amp;amp;width=380&amp;amp;height=212&amp;amp;video_pcode=1ibGg6TBmDG3H5AnDrP2747_rPtP&amp;amp;view=channel"&gt;
&lt;/script&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-6036314183775319510?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/6036314183775319510/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=6036314183775319510" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6036314183775319510?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6036314183775319510?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/11/next-weeks-roadmap-conference.html" title="Next week's RoadMap Conference" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;DUMCQH88fip7ImA9WhRTEkg.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-2389835655958861395</id><published>2011-11-02T13:10:00.001-05:00</published><updated>2011-11-02T13:11:01.176-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-02T13:11:01.176-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="weather" /><category scheme="http://www.blogger.com/atom/ns#" term="ENSO" /><category scheme="http://www.blogger.com/atom/ns#" term="FAO" /><category scheme="http://www.blogger.com/atom/ns#" term="commodities" /><title>Commodity producers brace for La Niña</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;a href="http://www.ft.com/intl/cms/s/0/425cb1b6-0494-11e1-b309-00144feabdc0.html#axzz1cYkBCs8v"&gt;FT article&lt;/a&gt; today on La Nina and commodities

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next update to the FAO food price index this Thursday (03 Nov)



&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-2389835655958861395?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/2389835655958861395/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=2389835655958861395" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2389835655958861395?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2389835655958861395?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/11/commodity-producers-brace-for-la-nina.html" title="Commodity producers brace for La Niña" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-7iICZZ81KLo/TrGG_8MhAdI/AAAAAAAAAdQ/pyo62OFSdy8/s72-c/Picture%2B3.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CkEHSXs-fCp7ImA9WhRTEkw.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-5255173405096756157</id><published>2011-11-02T00:10:00.000-05:00</published><updated>2011-11-02T00:10:38.554-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-02T00:10:38.554-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="extreme weather" /><category scheme="http://www.blogger.com/atom/ns#" term="Thailand" /><category scheme="http://www.blogger.com/atom/ns#" term="floods" /><title>Thailand floods video</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Video from the &lt;a href="http://www.guardiannews.com/"&gt;guardian&lt;/a&gt; shows residents of Northern Bangkok moving to higher ground.  

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&lt;embed src="http://www.guardian.co.uk/video/embed" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="460" height="370" flashvars="endpoint=http://www.guardian.co.uk/world/video/2011/oct/28/bangkok-floods-evacuation-video/json"&gt;&lt;/embed&gt;
&lt;/object&gt;



&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-5255173405096756157?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/5255173405096756157/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=5255173405096756157" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5255173405096756157?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/5255173405096756157?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/11/thailand-floods-video.html" title="Thailand floods video" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CEAAQnw9eSp7ImA9WhRTEk0.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-4837972727418735549</id><published>2011-11-01T21:58:00.000-05:00</published><updated>2011-11-01T21:59:03.261-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-01T21:59:03.261-05:00</app:edited><title>The Rare Biosphere</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-O_foBrv-aqk/TrCxF64uFnI/AAAAAAAAAdE/KUjbL6Hh9XA/s1600/Picture+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="362" src="http://3.bp.blogspot.com/-O_foBrv-aqk/TrCxF64uFnI/AAAAAAAAAdE/KUjbL6Hh9XA/s400/Picture+2.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Go &lt;a href="http://academy.asm.org/index.php/colloquium-program/browse-all-reports/380-rare-biosphere"&gt;here&lt;/a&gt; and download the report.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-4837972727418735549?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/4837972727418735549/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=4837972727418735549" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/4837972727418735549?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/4837972727418735549?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/11/rare-biosphere.html" title="The Rare Biosphere" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-O_foBrv-aqk/TrCxF64uFnI/AAAAAAAAAdE/KUjbL6Hh9XA/s72-c/Picture+2.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;Ck8HRH85cSp7ImA9WhdaFEs.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-6239130558910856154</id><published>2011-10-24T07:53:00.003-05:00</published><updated>2011-10-24T07:53:55.129-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-24T07:53:55.129-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Rutgers" /><category scheme="http://www.blogger.com/atom/ns#" term="metagenomics" /><title>Environmental Metagenomics talk at Rutgers</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
SPEAKER:&amp;nbsp;&amp;nbsp; TIMOTHY M. VOGEL, Ph.D.&lt;br /&gt;
Professor, Environmental Microbial Genomics&lt;br /&gt;
Department of Electrical Engineering&lt;br /&gt;
Ecole Centrale de Lyon, Université de Lyon&lt;br /&gt;
Lyon, France&lt;br /&gt;
&lt;br /&gt;
TITLE OF TALK:&amp;nbsp; “ENVIRONMENTAL METAGENOMICS”&lt;br /&gt;
&lt;br /&gt;
DATE/TIME/LOCATION:&lt;br /&gt;
MONDAY, OCTOBER 24, 2011 – 2:15PM – ROOM 223&lt;br /&gt;
&amp;nbsp;Environmental &amp;amp; Natural Resource Sciences Bldg.&lt;br /&gt;
14 College Farm Road, New Brunswick, NJ&lt;br /&gt;
&lt;br /&gt;
HOST :&amp;nbsp; Dr. Lily Young, 732-932-8165 X312, lyoung@aesop.rutgers.edu&lt;br /&gt;
Please contact Dr. Young if you would like to meet with Prof. Vogel&lt;br /&gt;
&lt;br /&gt;
ABSTRACT:&lt;br /&gt;
Recent advances in high throughput sequencing have led to the accumulation of metagenomic sequences from a wide range of ecosystems.&amp;nbsp; These metagenomic sequences can now be accessed and exploited by non specialists using different available bioinformatics tools.&amp;nbsp; Recent research into the possible genomic resources from a soil metagenome reinforces the optimism of searching for and finding potential enzymes of interest.&amp;nbsp; The first step includes in silico screening of gene families in order to identify possible targets of interest.&amp;nbsp; The second step includes screening clone libraries for these same (or similar) genes.&amp;nbsp; Some initial work has demonstrated the extensive diversity of different ecosystems, with soil being the most diverse.&amp;nbsp; In addition to biodiversity, different ecosystems might be more appropriate for different families of genes and different functions.&amp;nbsp; Metagenomic approaches to engineered biological systems can also provide insight into the relationship between function and microbial community.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-6239130558910856154?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/6239130558910856154/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=6239130558910856154" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6239130558910856154?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6239130558910856154?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/10/environmental-metagenomics-talk-at.html" title="Environmental Metagenomics talk at Rutgers" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;D0QER30zeip7ImA9WhdbGUg.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-2253140340626411507</id><published>2011-10-18T11:28:00.000-05:00</published><updated>2011-10-18T11:28:26.382-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-18T11:28:26.382-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Rutgers" /><category scheme="http://www.blogger.com/atom/ns#" term="evobio" /><category scheme="http://www.blogger.com/atom/ns#" term="biology" /><category scheme="http://www.blogger.com/atom/ns#" term="evolution" /><category scheme="http://www.blogger.com/atom/ns#" term="cooking" /><title>Rutgers EvoBio discussion: the evolution of cooking</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;
In my mailbox today, for Rutgers students with some free time in the NB area: Rutgers&amp;nbsp; Journal Club in Evolution - &lt;b&gt;Evolution of Cooking &lt;/b&gt;discussion.&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-UT5ncO8cF54/Tp2oqQRnseI/AAAAAAAAAcg/MHpo-13MB6s/s1600/Picture+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-UT5ncO8cF54/Tp2oqQRnseI/AAAAAAAAAcg/MHpo-13MB6s/s400/Picture+2.png" width="318" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
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===================================================== &lt;br /&gt;
*Journal Club in Evolution *(aka Advanced Evolution 16:215:550)&lt;br /&gt;
*continues Friday October 21th in room 262 in Foran Hall at 10:55-12:15.&lt;br /&gt;
*All are welcome to attend any of our weekly Friday meetings, at the&lt;br /&gt;
same time and in the same room for this semester.&lt;br /&gt;
&lt;br /&gt;
This journal club is open to all students and faculty interested in&lt;br /&gt;
organismal evolution at any level (individual to phyla, genes to&lt;br /&gt;
morphology) and is arranged by Lena Struwe and Siobain Duffy. To get all&lt;br /&gt;
journal club announcements and other evolution-related information&lt;br /&gt;
campus-wide, sign up for the Mailing list in Evolution at&lt;br /&gt;
Rutgers:&lt;a href="https://email.rutgers.edu/mailman/listinfo/evolution_ru" target="_blank"&gt;https://email.rutgers.&lt;wbr&gt;&lt;/wbr&gt;edu/mailman/listinfo/&lt;wbr&gt;&lt;/wbr&gt;evolution_ru&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
I (Lena Struwe) will lead a discussion on the *evolution of cooking, and&lt;br /&gt;
how it might have affected both human morphology and social behavior.*&lt;br /&gt;
The last chapter in the book Catching Fire by Richard Wrangham discusses&lt;br /&gt;
how cooking relates to decreased aggressive behaviors and more&lt;br /&gt;
cooperation within honomid populations, for example. Interesting&lt;br /&gt;
subject, and maybe something we all can relate to since we all need to&lt;br /&gt;
eat. &amp;nbsp;I'll bring some edibles too.&lt;br /&gt;
&lt;br /&gt;
We will discuss two chapters in Richard Wrangham's book "Catching Fire:&lt;br /&gt;
How Cooking Made us human" (Amazon link:&lt;br /&gt;
&lt;a href="http://www.amazon.com/Catching-Fire-Cooking-Made-Human/dp/0465013627" target="_blank"&gt;http://www.amazon.com/&lt;wbr&gt;&lt;/wbr&gt;Catching-Fire-Cooking-Made-&lt;wbr&gt;&lt;/wbr&gt;Human/dp/0465013627&lt;/a&gt; ),&lt;br /&gt;
the introduction and the last chapter, the Cook's journey. &amp;nbsp;The chapters&lt;br /&gt;
can be downloaded here (sorry, simple pdfs, nothing fancy):&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://postit.rutgers.edu/uploads/Wrangham%5FCatchingFire%5Fintro.pdf" target="_blank"&gt;http://PostIt.rutgers.edu/&lt;wbr&gt;&lt;/wbr&gt;uploads/Wrangham%&lt;wbr&gt;&lt;/wbr&gt;5FCatchingFire%5Fintro.pdf&lt;/a&gt;&lt;br /&gt;
(this chapter has been discussed before in journal club, and are given&lt;br /&gt;
as an intro for those that missed that discussion)&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://postit.rutgers.edu/uploads/Wrangham%5FCatchingFire%5F%20CooksJourney.pdf" target="_blank"&gt;http://PostIt.rutgers.edu/&lt;wbr&gt;&lt;/wbr&gt;uploads/Wrangham%&lt;wbr&gt;&lt;/wbr&gt;5FCatchingFire%5F%&lt;wbr&gt;&lt;/wbr&gt;20CooksJourney.pdf&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
There is a good introduction to Richard Wrangham's rather controversial&lt;br /&gt;
ideas here: Scientific American, Cooking Up Bigger Brains&lt;br /&gt;
&lt;a href="http://www.scientificamerican.com/article.cfm?id=cooking-up-bigger-brains&amp;amp;print=true" target="_blank"&gt;http://www.scientificamerican.&lt;wbr&gt;&lt;/wbr&gt;com/article.cfm?id=cooking-up-&lt;wbr&gt;&lt;/wbr&gt;bigger-brains&amp;amp;print=true&lt;/a&gt;&lt;br /&gt;
&amp;lt;&lt;a href="http://blogs.discovermagazine.com/notrocketscience/2011/04/20/divided-by-language-united-by-gut-bacteria-%E2%80%93-people-have-three-common-gut-types/" target="_blank"&gt;http://blogs.&lt;wbr&gt;&lt;/wbr&gt;discovermagazine.com/&lt;wbr&gt;&lt;/wbr&gt;notrocketscience/2011/04/20/&lt;wbr&gt;&lt;/wbr&gt;divided-by-language-united-by-&lt;wbr&gt;&lt;/wbr&gt;gut-bacteria-%E2%80%93-people-&lt;wbr&gt;&lt;/wbr&gt;have-three-common-gut-types/&lt;/a&gt;&amp;gt;&lt;br /&gt;
&lt;br /&gt;
After Journal Club some of us usually go out for Evo Lunch. &amp;nbsp;If you&lt;br /&gt;
can't be there for journal club but want to join in around 12.30 in for&lt;br /&gt;
some cooked food and evolutionary within-species company, send me an&lt;br /&gt;
e-mail.&lt;br /&gt;
&lt;br /&gt;
See many of you on Friday!&lt;br /&gt;
Lena&lt;br /&gt;
&lt;br /&gt;
--&lt;br /&gt;
Dr. Lena Struwe | Associate Professor&amp;amp; &amp;nbsp;Director, Chrysler Herbarium
 | Rutgers University | Dept of Ecology, Evolution, and Natural 
Resources | Dept of Plant Biology and Pathology&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
=============================================================== &lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-2253140340626411507?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/2253140340626411507/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=2253140340626411507" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2253140340626411507?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/2253140340626411507?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/10/rutgers-evobio-discussion-evolution-of.html" title="Rutgers EvoBio discussion: the evolution of cooking" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-UT5ncO8cF54/Tp2oqQRnseI/AAAAAAAAAcg/MHpo-13MB6s/s72-c/Picture+2.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;DU8MSHY5fip7ImA9WhdbE0U.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-3106543691408870791</id><published>2011-10-11T21:50:00.000-05:00</published><updated>2011-10-11T21:51:29.826-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-11T21:51:29.826-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="REM" /><category scheme="http://www.blogger.com/atom/ns#" term="music" /><category scheme="http://www.blogger.com/atom/ns#" term="muppets" /><title>Furry Happy Monsters</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-WRz_jGEb9zg/TpUALK-ZaOI/AAAAAAAAAcQ/CdiTn_VqkMk/s1600/Picture+6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="488" src="http://1.bp.blogspot.com/-WRz_jGEb9zg/TpUALK-ZaOI/AAAAAAAAAcQ/CdiTn_VqkMk/s640/Picture+6.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Too &lt;i&gt;&lt;b&gt;&lt;a href="http://youtu.be/ZXVvvRBBUn8"&gt;funny&lt;/a&gt;.&lt;/b&gt;&lt;/i&gt;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-3106543691408870791?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/3106543691408870791/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=3106543691408870791" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3106543691408870791?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/3106543691408870791?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/10/furry-happy-monsters.html" title="Furry Happy Monsters" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-WRz_jGEb9zg/TpUALK-ZaOI/AAAAAAAAAcQ/CdiTn_VqkMk/s72-c/Picture+6.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CkQBQHkyfSp7ImA9WhdUGE8.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-4776396858004263026</id><published>2011-10-05T08:12:00.000-05:00</published><updated>2011-10-05T08:12:31.795-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-05T08:12:31.795-05:00</app:edited><title>Morning Thoughts</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-q4F_0s06xIA/ToxXk3LsD-I/AAAAAAAAAcM/v8bUqQSvLjU/s1600/Picture+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="322" src="http://4.bp.blogspot.com/-q4F_0s06xIA/ToxXk3LsD-I/AAAAAAAAAcM/v8bUqQSvLjU/s640/Picture+2.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-4776396858004263026?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/4776396858004263026/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=4776396858004263026" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/4776396858004263026?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/4776396858004263026?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/10/morning-thoughts.html" title="Morning Thoughts" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-q4F_0s06xIA/ToxXk3LsD-I/AAAAAAAAAcM/v8bUqQSvLjU/s72-c/Picture+2.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;CkAHQ3Y7eSp7ImA9WhdUFks.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-6356525443933989642</id><published>2011-10-03T11:52:00.000-05:00</published><updated>2011-10-03T11:52:12.801-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-03T11:52:12.801-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="MWO" /><category scheme="http://www.blogger.com/atom/ns#" term="weather" /><title>MWObs</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-_FeDAzm26g8/TonoHeuKIyI/AAAAAAAAAcI/532XqsmXgjk/s1600/Picture+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="382" src="http://3.bp.blogspot.com/-_FeDAzm26g8/TonoHeuKIyI/AAAAAAAAAcI/532XqsmXgjk/s640/Picture+2.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
from the &lt;a href="http://www.mountwashington.org/"&gt;Mount Washington Observatory&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-6356525443933989642?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/6356525443933989642/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=6356525443933989642" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6356525443933989642?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6356525443933989642?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/10/mwobs.html" title="MWObs" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-_FeDAzm26g8/TonoHeuKIyI/AAAAAAAAAcI/532XqsmXgjk/s72-c/Picture+2.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry gd:etag="W/&quot;DkMDQHs6eSp7ImA9WhdUE04.&quot;"><id>tag:blogger.com,1999:blog-319154771260059392.post-6337625551728209693</id><published>2011-09-29T17:14:00.003-05:00</published><updated>2011-09-29T17:14:31.511-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-29T17:14:31.511-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="MERRA" /><category scheme="http://www.blogger.com/atom/ns#" term="monsoon" /><category scheme="http://www.blogger.com/atom/ns#" term="OLR" /><category scheme="http://www.blogger.com/atom/ns#" term="precipitation" /><category scheme="http://www.blogger.com/atom/ns#" term="NASA" /><category scheme="http://www.blogger.com/atom/ns#" term="agriculture" /><category scheme="http://www.blogger.com/atom/ns#" term="reanalysis" /><title>JulOLR</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
While the total precipitation associated with the 2011 Indian Monsoon has been in the normal range for most states as classified by the &lt;a href="http://www.imd.gov.in/"&gt;Indian Met Dept&lt;/a&gt;, with a range between +19% and -19%, the &lt;em&gt;distribution&lt;/em&gt; warrants a closer look.&amp;nbsp; The map below from NASA's MERRA reanalysis archive highlights the Outgoing Longwave Radiation for July (a key month for crops), indiciative of precipitation, and we can see here that while the northwest was healthy, some states in the southern subcontinent were moisture deficient.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/-inr9Q7yTvFg/ToTd1s6q4vI/AAAAAAAAAcE/wj2Gjk5DXrQ/s1600/julOLR.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="466" kca="true" src="http://2.bp.blogspot.com/-inr9Q7yTvFg/ToTd1s6q4vI/AAAAAAAAAcE/wj2Gjk5DXrQ/s640/julOLR.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; (source: &lt;a href="http://gmao.gsfc.nasa.gov/research/merra/"&gt;NASA, MERRA&lt;/a&gt;)&lt;br /&gt;
&lt;br /&gt;
The dipole present here is not uncommon, particularly in years where the Sea Surface Temperature (SST) anomalies for the Indian Ocean/Bay of Bengal are absent.&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/319154771260059392-6337625551728209693?l=aeroculus.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://aeroculus.blogspot.com/feeds/6337625551728209693/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=319154771260059392&amp;postID=6337625551728209693" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6337625551728209693?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/319154771260059392/posts/default/6337625551728209693?v=2" /><link rel="alternate" type="text/html" href="http://aeroculus.blogspot.com/2011/09/julolr.html" title="JulOLR" /><author><name>michael ferrari</name><uri>http://www.blogger.com/profile/12685099483461141362</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://2.bp.blogspot.com/_p83K6w32nEI/SKnGUkYcORI/AAAAAAAAAIg/BcPcvIOBMI4/S220/strange+attractor.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-inr9Q7yTvFg/ToTd1s6q4vI/AAAAAAAAAcE/wj2Gjk5DXrQ/s72-c/julOLR.png" height="72" width="72" /><thr:total>0</thr:total></entry></feed>

